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		<title>Calculate Sales Tax: Simple Steps and Real-Life Examples</title>
		<link>https://www.gcube.ro/2024/05/11/calculate-sales-tax-simple-steps-and-real-life-7/</link>
					<comments>https://www.gcube.ro/2024/05/11/calculate-sales-tax-simple-steps-and-real-life-7/#respond</comments>
		
		<dc:creator><![CDATA[adriana]]></dc:creator>
		<pubDate>Sat, 11 May 2024 02:53:30 +0000</pubDate>
				<category><![CDATA[Bookkeeping]]></category>
		<guid isPermaLink="false">https://www.gcube.ro/?p=27137</guid>

					<description><![CDATA[<p>The reverse tax formula solves this problem. This makes it unpredictable without a calculator. Calculate the VAT amount, net price, and gross price. Perfect for dining out, delivery services,&#8230; Calculate restaurant tips with tax included. In our example, that would give us a total of $107.75. Step-by-step guide with real examples, mental math tricks, and...</p>
<p>Articolul <a href="https://www.gcube.ro/2024/05/11/calculate-sales-tax-simple-steps-and-real-life-7/">Calculate Sales Tax: Simple Steps and Real-Life Examples</a> apare prima dată în <a href="https://www.gcube.ro">GreenCube</a>.</p>
]]></description>
										<content:encoded><![CDATA[<p>The reverse tax formula solves this problem. This makes it unpredictable without a calculator. Calculate the VAT amount, net price, and gross price. Perfect for dining out, delivery services,&#8230; Calculate restaurant tips with tax included.</p>
<p>In our example, that would give us a total of $107.75. Step-by-step guide with real examples, mental math tricks, and a free calculator to verify your math instantly. Each calculator includes step-by-step guides, practical examples, and spreadsheet formulas for maximum utility. Digital product taxation is complex and varies by state and country. Sales tax is typically charged only at the final point of sale. Most states now tax digital downloads, but rules vary by state and product type.</p>
<h2>Incorporating Sales Tax in Business</h2>
<ul>
<li>Easyship determines the import duties and tax charges for your international orders to United States</li>
<li>The point is that your sales tax obligation is dependent on a lot of variables and many of those variables themselves are moving targets.</li>
<li>Its base sales tax rate of 7.25% is relatively high, while its top marginal income tax rate of 12.3% is the highest state income tax rate in the country.</li>
<li>Connecticut, for example, requires businesses to charge sales tax on shipping costs for taxable sales, but not on exempt sales.</li>
<li>ROI can be calculated over any period, but it&#8217;s most commonly calculated on an annual basis.</li>
</ul>
<p>Many states exempt groceries, prescription medications, and medical devices from sales tax. Digital products (e-books, software, streaming services) have complex tax treatment. Sales tax typically does not apply to items shipped internationally outside the United States. Accidentally comparing a pre-tax price to a post-tax price skews your analysis. Be clear about whether a price is before or after tax. Tax is calculated only on the original price, not compounded.</p>
<h2>How to Calculate Sales Tax to Meet Your Small Business Requirements</h2>
<p>Sales and income taxes are generally high, but effective property tax rates are below the national average despite some of the highest median home values in the U.S. For example, Melissa has purchased a blouse that has a cost of $50 and the sales tax rate is 7%. The calculator handles complex scenarios including discount timing, multiple tax rates, and provides accurate calculations for business and personal use. But the calculator has local sales tax rate information. This free service allows businesses to submit a spreadsheet or text file with Washington State addresses and receive the location code and sales tax rate for each address.</p>
<h2>Real-World Guide: How Discounts, Taxes, and Inflation are Calculated</h2>
<p>This ensures accurate local tax collection. Online retailers use your shipping address to determine the tax rate, not your billing address. Using an outdated or incorrect tax rate leads to significant calculation errors. Not all purchases are subject to sales tax. Where D1 is the total price with tax Quickly find the final price and total savings on any percentage discount&#8230;.</p>
<h2>Calculating Sales Tax on Purchases</h2>
<ul>
<li>Sarah, an avid shopper, recently bought a designer handbag for $540, including tax.</li>
<li>Real estate agents may claim the phrase “location, location, location,” but it also applies to sales tax.</li>
<li>However, some states apply reduced rates or tax prepared food separately.</li>
<li>First &#8216;flip&#8217; the equation left-to-right so the quantity being solved for, the purchase price, is on the left.</li>
<li>This consistency aids in predicting future tax implications for varying purchase amounts.</li>
<li>These were the first recorded sales taxes in history, called &#8216;burdens&#8217; by the Sumerians.</li>
</ul>
<p>With this adjustment, it appears that while Jo&#8217;s second <a href="https://www.quick-bookkeeping.net/statement-of-retained-earnings-definition/">statement of retained earnings definition</a> investment earned more profit, the first investment was actually the more efficient choice. Since the total ROI was 40%, to obtain the average annual ROI, Jo could divide 40% by 3 to yield 13.33% annualized. Examples like Jo&#8217;s (above) reveal some limitations of using ROI, particularly when comparing investments. When comparing these investments, it’s also important to account for the number of years each investment was held.</p>
<p>Since sales tax is a local tax, not a federal  tax, the rules and regulations around sales tax vary from state to state, county to county, or even city to city! Since every business is unique and so many different elements affect sales tax, there are dozens of places where you may be missing critical components to handle sales tax. One of the biggest challenges around sales tax starts with a lack of information about what sales tax is and how it applies to your business. The taxable price is the total amount of the item or service before tax.</p>
<h2>What Is ROI in Simple Terms?</h2>
<p>Discover how to calculate discounts, final prices, and total savings in seconds. See how percentage formulas control your shopping, taxes, bills, and salary in the real world. Some states also exempt clothing or have reduced rates for certain items. Add this tax amount to the original price to get your final total.</p>
<p>Calculating sales tax helps businesses and consumers determine the exact total cost of purchases. Figuring sales tax rates can be complicated due to tricky sales tax laws. In the simplest scenario, you multiply the purchase price by the sales tax rate. Enter the purchase price and the applicable sales tax rate for your jurisdiction.</p>
<h2>Scenario: Finding Tax Amount from Total and Rate</h2>
<p>For example, for a $15,000.00 car with total price after taxes of $16,200.00, it may be desirable to know the sales tax rate that was applied. For example, to calculate the total price with tax for a $13.50 movie ticket at a sales tax rate of 7.7%, substitute the known values. Adding the 6% sales tax rate to this, the total price is 106% of the purchase price. To calculate the sales tax in dollars, simply multiply the purchase price by the sales tax rate. The table below is a sampling of approximate retail sales tax rates for some US cities, including any state and local rates.</p>
<p>It’s important to note that those rates do not apply to actual income, but adjusted gross income. It functions like a normal income tax and means that the top marginal rate in California is, effectively, 12.3%. A financial advisor can help you understand how taxes fit into your overall financial goals. If the total sale amount that Melissa paid was $2.10, then there must have been $0.10 ($2.10 &#8211; $2.00) of tax included in the overall cost.</p>
<p>Sales tax helps fund public services like education and infrastructure. Sales tax is a government-imposed tax on most goods and services. Michael buys a toy priced at $5.00 and pays $5.30 total at checkout. Sales tax can sneak up on you — especially with larger purchases. GOBankingRates works with many financial advertisers to showcase their products and services to our audiences.</p>
<p>Individual stores collect the sales taxes from the consumer and then send them on to the government. The government uses the money obtained from sales taxes for things such as education, health care, road repairs, and transit. These were the first recorded sales taxes in history, called &#8216;burdens&#8217; by the Sumerians. A $255,000.00 yacht costs $293,250.00 after taxes. From a nearby machine, a soda costs $2.25, but in this case the city has a special soda tax, so the rate is double at 5.4%. The previous formula for total price can be rearranged to find the actual price, before tax, of the chips.</p>
<p>The customs authority can easily check your business website and other sources to verify if the value listed matches the actual value of the item. It&#8217;s best to know any customs duty rate amount that is applicable to your shipment, and be upfront with customers on pricing. It&#8217;s not worth risking your business getting fined.</p>
<p>Articolul <a href="https://www.gcube.ro/2024/05/11/calculate-sales-tax-simple-steps-and-real-life-7/">Calculate Sales Tax: Simple Steps and Real-Life Examples</a> apare prima dată în <a href="https://www.gcube.ro">GreenCube</a>.</p>
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		<title>FreshBooks Review: Is This Accounting Software Pricing Worth it?</title>
		<link>https://www.gcube.ro/2022/10/20/freshbooks-review-is-this-accounting-software/</link>
					<comments>https://www.gcube.ro/2022/10/20/freshbooks-review-is-this-accounting-software/#respond</comments>
		
		<dc:creator><![CDATA[adriana]]></dc:creator>
		<pubDate>Thu, 20 Oct 2022 02:23:02 +0000</pubDate>
				<category><![CDATA[Bookkeeping]]></category>
		<guid isPermaLink="false">https://www.gcube.ro/?p=25461</guid>

					<description><![CDATA[<p>QuickBooks Enterprise Nonprofit and Xero https://download-new-movies-for-free.freefiremaxofficial.com/solved-mc-qu-87-the-target-cost-for-a-job-using/ are two examples of accounting software that offer these features. It allows nonprofits to create custom fields, tags, and categories to track their financial data. Xero is a cloud-based accounting software that offers a high degree of customization. Keep your books in check, your clients happy, and your work...</p>
<p>Articolul <a href="https://www.gcube.ro/2022/10/20/freshbooks-review-is-this-accounting-software/">FreshBooks Review: Is This Accounting Software Pricing Worth it?</a> apare prima dată în <a href="https://www.gcube.ro">GreenCube</a>.</p>
]]></description>
										<content:encoded><![CDATA[<p>QuickBooks Enterprise Nonprofit and Xero <a href="https://download-new-movies-for-free.freefiremaxofficial.com/solved-mc-qu-87-the-target-cost-for-a-job-using/">https://download-new-movies-for-free.freefiremaxofficial.com/solved-mc-qu-87-the-target-cost-for-a-job-using/</a> are two examples of accounting software that offer these features. It allows nonprofits to create custom fields, tags, and categories to track their financial data. Xero is a cloud-based accounting software that offers a high degree of customization.</p>
<p>Keep your books in check, your clients happy, and your work on track.</p>
<p>Therefore, it’s crucial for nonprofits to select accounting software that’s designed to address their specific needs. One user can use Zoho Books for free to manage invoices, receive online and offline payments, track expenses and mileage, import bank and credit card statements, generate accounting reports, chart accounts, and manage 1099 contractors. Real-time reporting, drag-and-drop customization, the input of your if-then statements and other formulas to compare and calculate scenarios, sharing reports, setting KPIs, and tracking categories or business areas are all available. Donor management tools improve retention, tracking, and fundraising. Its Advanced Accounting plan offers custom pricing, fund-specific budgeting, fixed asset tracking, income and expense allocation, and project-specific reporting. Most nonprofits use the fund method of accounting, which separates income and expenses based on their source.</p>
<p>Nonprofit users report FreshBooks is intuitive and reduces bookkeeping time. Investing in FreshBooks ensures your nonprofit benefits from streamlined operations. Nonprofits work on tight budgets, so understanding subscription models, free vs. paid features, and long-term value is crucial. FreshBooks offers a clean design that empowers users to handle finances confidently, regardless of their expertise. Accounting software with integration capabilities ensures smooth data flow across systems.</p>
<p>Our deep thanks to all the nonprofits that participated. September 14, 2023 – Proposed federal overtime rules, nonprofit labor shortage report, alleged “political” activities of exempt orgs, and more April 21, 2025 – White House escalates attacks on nonprofits; what we know so far September 29, 2025 – Federal shutdown looms; new federal federal threats against nonprofits, foundations</p>
<h2>Organizations Needing Multi-user And Multi-location Access</h2>
<p>FreshBooks is a high-quality accounting program that can automate repetitive tasks and daily activities and ensure accurate and reliable bookkeeping. Before applying for tax-exempt status with the IRS, you need to register your nonprofit status with your state. The statement of activities, also called the operating statement, represents the nonprofit version of an income statement. This statement contains information on how much cash an organization generates from investing, financing, and operations. This statement provides insight into how much a nonprofit owes, what it owns, and how much money is left. Preparing financial statements can be done automatically or manually.</p>
<p>Technological progress has led to a range of diverse accounting software options existing in the market, each designed to meet the needs of nonprofit entities. The accounting requirements for nonprofit organizations can be quite different from those of for-profit businesses. FreshBooks can help nonprofits track restricted funds. FreshBooks excels at tracking expenses and limited funding.</p>
<p>We particularly appreciate its dynamic CRM, which efficiently tracks and engages with members and donors. Whether you&#8217;re looking to upgrade from a simple accounting tool or seeking a more sophisticated system, our article will help you find the perfect fit for your organization&#8217;s needs. Phone support is available Monday-Friday from 8 am to 8 pm Eastern time. Some users say the time tracker can be a bit buggy, and others want to see more functionality on the mobile apps. They say there&#8217;s a minimal learning curve for new users, which makes the software a top pick for less tech-savvy individuals and those that don&#8217;t have an accounting background. For bigger companies that need more advanced features, software like Quickbooks might be more appropriate.</p>
<ul>
<li>Freshbooks is a strong option with user-friendly design and nonprofit features.</li>
<li>FreshBooks helps nonprofits manage expenses and budgets efficiently by providing tools for expense tracking, monitoring spending, and comparing them against budgets.</li>
<li>Good for medium-sized nonprofits needing team access and grant management.</li>
<li>They’ll also be used throughout the year as a way to compare actual income and expenses versus the projections listed in the budget.</li>
<li>Free trials allow nonprofits to test software before paying.</li>
<li>Lastly, there is Sage Intacct, another online accounting software company that offers tools for generating key accounting statements based on financial data.</li>
<li>There are best practices for nonprofit accounting, as outlined below.</li>
</ul>
<p>Managing your nonprofit’s finances doesn’t have to be complicated or time-consuming. How much does nonprofit accounting cost? FreshBooks integrates with 100+ apps, helping you take control of your nonprofit’s accounting and customize your FreshBooks experience. FreshBooks makes it easy to stay organized, keep track of payments owed and expenses made, send invoices and accept payments. FreshBooks offers a well-rounded, intuitive, and attractive double-entry accounting experience. Generate detailed financial reports for compliance</p>
<p>Cloud-based solutions also provide secure data storage and easy scalability as the nonprofit grows. It reduces manual errors and saves time on bookkeeping. The following sections highlight top picks and offer tips for selecting the best fit for your organization. These features help meet sector regulations and streamline operations. They need advanced features but still watch costs.</p>
<p>There are a few required financial statements that are unique to nonprofit accounting. This page also describes the tax reporting, filing, and notification rules for nonprofits. When it comes to payroll management, your nonprofit should be doing your accounting just like any other business with employees. Just like for-profit businesses, nonprofit organizations must adhere to the Generally Accepted Accounting Principles (GAAP). This method tracks income and expenses in separate funds to distinguish the sources of your revenues and expenses.</p>
<h2>Evaluate user-friendliness and support</h2>
<p>These customized processes can compensate for FreshBooks&#8217; limitations as a nonprofit accounting solution. Your nonprofit should implement several key practices to strengthen financial oversight. Customize these reports by filtering transactions by tags or project names representing each fund. Cash flow statements track the movement of cash, providing insight into liquidity within each fund. These reports demonstrate accountability to donors, board members, and regulatory agencies.</p>
<p>Other great options include Aplos, designed exclusively for nonprofits with built-in fund accounting and donation tools, and Wave, a free option suitable for small organizations with basic needs. For larger or growing nonprofits, QuickBooks is generally the superior option, offering advanced fund accounting, donor management, and IRS-compliant reporting. FreshBooks’ features are sufficient for small nonprofits with straightforward needs but may lack the depth required for complex fund accounting or large-scale donor management. Large nonprofit organizations will be happy to hear the software offers grant accounting features. In addition, the software’s advanced real-time reporting capabilities let nonprofits check how well their organization is performing and better plan for programs, fundraising, and staffing.</p>
<h2>Best for nonprofit cash flow management</h2>
<ul>
<li>Choosing the right accounting software helps nonprofits save time and reduce errors.</li>
<li>Accessibility across devices allows teams to update records anytime, anywhere.</li>
<li>Let’s dive in and uncover why FreshBooks might just be the best accounting software for your nonprofit.</li>
<li>Another aspect of FreshBooks that gets plenty of positive feedback is customer support.</li>
<li>When it comes to managing finances for nonprofit organizations, having the right accounting software is critical for staying transparent, organized, and compliant.</li>
<li>An annual budget plan represents a roadmap for nonprofits and ensures the organization is on the right track.</li>
</ul>
<p>The platform combines forecasting capabilities with dynamic dashboards and integrates with other nonprofit tools to streamline operations and enhance efficiency. ZipBooks&#8217;s economical pricing makes it perfect for small organizations. An organized workflow leads to more efficient and error-free financial management. Additionally, QuickBooks Enterprise can integrate with other programs, making it easier for nonprofits to manage their finances. In addition to initial training, it is important to provide ongoing support and resources to staff and volunteers who are using the software.</p>
<h2>Best Free Accounting Software for Nonprofits: Top Picks</h2>
<p>Fund accounting works within this framework by tracking income and expenses across separate funds. Fund accounting helps organizations track money by separating &#8220;funds&#8221; or programs individually. For nonprofits especially, tracking every dollar received according to donor restrictions or program requirements remains critical to their operations. From tracking payments and expenses to creating reports and quarterly financial statements, FreshBooks is the go-to program with numerous uses.</p>
<p>Are you looking for basic bookkeeping or comprehensive financial management? Begin by evaluating your nonprofit&#8217;s size, financial complexity, and transaction volume. GnuCash allows for complex financial customization but requires a strong grasp of accounting, as its interface is less user-friendly. It simplifies bookkeeping and keeps everything organized so religious organizations can focus on helping their communities and achieving their goals. It  simplifies the management of member contributions and enhances financial transparency for churches, making it easier to maintain clear records. FreshBooks provides detailed expense management by categorizing expenses and managing approval processes.</p>
<p>Insurance agents generally depend on <a href="https://pyramidhvac-inc.com/blog/escrow-what-is-it-and-how-does-it-work/">https://pyramidhvac-inc.com/blog/escrow-what-is-it-and-how-does-it-work/</a> Customer Relationship Management (CRM) software &#8230; Accounting software can help churches and other religious institutions manage their finances more efficiently. It’s also important to consider the software’s ability to integrate with other programs and its ease of use. Training can be provided through a variety of methods, including online tutorials, in-person training sessions, and user manuals. Once the software is set up, it is important to provide adequate training to staff and volunteers who will be using the software.</p>
<p>Expanding nonprofits require software that handles more transactions and detailed reporting. Choosing the right accounting software depends on the size and needs of the nonprofit. These discounts and grants make it easier for organizations to access quality accounting tools within their budget. Each plan includes key accounting features tailored for small organizations. Donation tracking is crucial for nonprofits. It offers detailed financial reports and tax forms needed for nonprofit compliance.</p>
<p>If you’re not sure whether Wave Accounting is what you need, but you’d like free or cost-effective solutions, check out our list of best open source accounting software currently available. Wave&#8217;s strengths lie in its invoicing and receipt scanning capabilities, which are particularly useful for nonprofits that need to manage donations and expenses meticulously. Ideal for small nonprofits, Wave offers essential functions like invoicing and receipt scanning without subscription <a href="https://www.intuit-payroll.org/building-a-business-case-for-upgrading-your/">freshbooks for nonprofits</a> fees. Its versatility shines in its adaptability to the unique requirements of small nonprofit organizations.</p>
<p>Articolul <a href="https://www.gcube.ro/2022/10/20/freshbooks-review-is-this-accounting-software/">FreshBooks Review: Is This Accounting Software Pricing Worth it?</a> apare prima dată în <a href="https://www.gcube.ro">GreenCube</a>.</p>
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		<title>Comprehensive Law Firm Management Software</title>
		<link>https://www.gcube.ro/2022/06/10/comprehensive-law-firm-management-software/</link>
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		<dc:creator><![CDATA[adriana]]></dc:creator>
		<pubDate>Fri, 10 Jun 2022 16:31:22 +0000</pubDate>
				<category><![CDATA[Bookkeeping]]></category>
		<guid isPermaLink="false">https://www.gcube.ro/?p=20373</guid>

					<description><![CDATA[<p>This flexibility ensures that financial infrastructure never becomes a bottleneck to growth, enabling firms to expand confidently without disproportionate increases in internal costs. We tailor our accounting services to your specific portfolio needs, whether you manage residential, commercial, or mixed-use properties. Ensure the accounting partner stays updated with local tax laws and real estate regulations...</p>
<p>Articolul <a href="https://www.gcube.ro/2022/06/10/comprehensive-law-firm-management-software/">Comprehensive Law Firm Management Software</a> apare prima dată în <a href="https://www.gcube.ro">GreenCube</a>.</p>
]]></description>
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" width="252px" alt="best law firm bookkeeping services"/></p>
<p><p>This flexibility ensures that financial infrastructure  never becomes a bottleneck to growth, enabling firms to expand confidently without disproportionate increases in internal costs. We tailor our accounting services to your specific portfolio needs, whether you manage residential, commercial, or mixed-use properties. Ensure the accounting partner stays updated with local tax laws and real estate regulations to avoid penalties.</p>
</p>
<p><h2>Featured Practice</h2>
</p>
<p><p>Rocket Matter’s industry-leading QuickBooks integration streamlines your financial workflows and eliminates manual adjustments and errors—not to mention frustrations. Whether you need full-time, part-time, temp, or variable-rate talent, we’ll design an engagement to suit your business. With recent tax legislation and consistent economic shifts, proper planning is imperative to  enable business success. Costs vary by location due to differences in the cost of living and operating a business, with urban areas typically charging more than rural areas.</p>
</p>
<p><h2>Types of Law Firm Reports to Measure Business Performance</h2>
</p>
<p><div style='text-align:center'><iframe width='560' height='319' src='https://www.youtube.com/embed/KQmN-NAgeQg' frameborder='0' alt='best law firm bookkeeping services' allowfullscreen></iframe></div>
</p>
<p><p>With a specialized bookkeeper – you’re less likely to encounter compliance problems. They’ll manage your trust accounts, keep records up-to-date, and ensure everything aligns with state regulations. Finding the right bookkeeping for small law firms offers several advantages. We specialize in trust accounting and ensure compliance with all IOLTA and bar association regulations, keeping your firm audit-ready and compliant.</p>
</p>
<p><h2>Law Firm Accounting FAQs</h2>
</p>
<p><p>By consolidating tasks, calendars, email, and billing in one platform, you reduce administrative overhead and improve operations. This means that law firms can take on more billable work, without the hassle of manual processes. Learn more about how CosmoLex increases productivity on our Law Practice Management page. Hiring in-house accountants comes with salaries, benefits, and training expenses. When you outsource real estate accounting, you remove these fixed staffing costs.</p>
</p>
<p><h2>The Data-Driven Law Firm: How Small and Mid-Size Firms Can Use Simple Metrics to Drive Growth</h2>
</p>
<ul>
<li>Their expertise helps ensure your financial records are accurate and legally compliant.</li>
<li>Quickbooks is also the leading software for integrating with practice management software, so I can see why many lawyers would choose it.</li>
<li>TimeSolv combines these essential functions with reporting, trust accounting, and project management tools to help you run your business more efficiently.</li>
<li>Sign up today and join 150,000+ legal professionals who trust LawPay with their transactions.</li>
<li>This documentation helps confirm that your expenses and the vendor’s income line up.</li>
<li>Virtual CFOs complement your existing financial staff rather than replace them.</li>
</ul>
<p><p>The type of tax return being filed, whether it&#8217;s for an individual, business, or nonprofit organization, can also influence the cost. This data-driven insight enables proactive decision-making rather than reactive problem-solving. Over time, firms that understand their financial performance at a granular level are far better positioned to increase profitability. Cash flow is a critical profitability driver for law firms, yet many struggle with delayed invoicing, inconsistent follow-up, and poor visibility over work in progress (WIP).</p>
</p>
<ul>
<li>Our legal management software brings clarity to complex processes with simple, customizable rate cards, time entries, invoices and more.</li>
<li>Costs depend on the complexity of your taxes, the number of forms required, and your location.</li>
<li>They shape the strategic direction of capital investment, operational efficiency, and overall profitability.</li>
<li>Tax preparation costs are usually greater in big cities like New York or Los Angeles because the cost of living is higher there.</li>
<li>Modern real estate brokerage software is designed to manage property listings, tenant information, rent collection, and maintenance schedules.</li>
<li>The best CFO solution depends on your firm’s size, stage of growth, and financial requirements.</li>
<li>A virtual CFO provides CFO-level services remotely on a part-time or project basis, while an in-house CFO is a full-time employee working exclusively for one company.</li>
</ul>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="258px" alt="best law firm bookkeeping services"/></p>
<p><p>In those cases, make multiple outreach attempts via email or phone, and keep a log of every attempt. Documenting your effort shows due diligence and can help if the IRS audits your firm. That combination gives you visibility and strategy, not just spreadsheets.</p>
</p>
<p><h2>How to Create Law Firm KPIs That Actually Drive Growth: A Step-by-Step Guide</h2>
</p>
<p><div style='text-align:center'><iframe width='560' height='314' src='https://www.youtube.com/embed/G_KNTpsyhF4' frameborder='0' alt='best law firm bookkeeping services' allowfullscreen></iframe></div>
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<p><p>Professionals <a href="https://www.natchezdemocrat.com/sponsored-content/the-importance-of-professional-bookkeeping-for-law-firms-4435f7a6">law firm bookkeeping</a> specializing in this field know how to handle these complexities efficiently. Trust accounting violations can result in disciplinary action, fines, suspension, or disbarment. Firms may also face client lawsuits and reputation damage that can destroy their practice. Automated systems can flag unusual transactions or discrepancies immediately, allowing quick resolution. We streamline your billing process, ensuring invoices are clear, accurate, and sent out promptly to improve cash flow.</p>
</p>
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" width="257px" alt="best law firm bookkeeping services"/></p>
<ul>
<li>• Virtual CFOs offer scalable flexibility, allowing firms to adjust financial leadership based on growth phases, seasonal demands, or strategic initiatives without long-term commitments.</li>
<li>Cash flow is a critical profitability driver for law firms, yet many struggle with delayed invoicing, inconsistent follow-up, and poor visibility over work in progress (WIP).</li>
<li>Attorneys often hold client funds in IOLTA (Interest on Lawyers Trust Accounts), which must be kept separate from operating accounts.</li>
<li>While LawPay isn’t tax software, these insights give your firm a clear view of payments and support accurate preparation for tax filing.</li>
<li>Since revenue isn’t recognized until the cash is paid, there are no income taxes until the money is in your bank account.</li>
<li>A fractional CFO for law firms must combine accounting expertise with strategic guidance, helping you analyze KPIs like realization rate, lockup, and profit per partner.</li>
</ul>
<p><p>• Virtual CFOs offer scalable flexibility, allowing firms to adjust financial leadership based on growth phases, seasonal demands, or strategic initiatives without long-term commitments. An in-house CFO requires substantial investment with base salaries ranging from $180,000 to $360,000 annually. Virtual CFO services cost between $200 to $1,000 weekly, based on coverage needs and communication frequency. The main difference between these models shows in their implementation approach and cost structure. An in-house CFO costs about $400,000 plus benefits yearly, while virtual CFO services range from $3,000 to $10,000 monthly. This represents a 30-60% cost reduction compared to full-time executives.</p>
</p>
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width="257px" alt="best law firm bookkeeping services"/></p>
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" width="250px" alt="best law firm bookkeeping services"/></p>
<p><p>Conversely, your law firm may receive Form 1099-MISC if you collect gross proceeds from settlements or awards paid to a client through the firm. In both cases, the form ensures the IRS has a record of the transaction. Information obtained via Biglaw Investor® is for educational purposes only and does not constitute financial, legal or professional advice. Always consult a licensed financial professional before making any financial decisions. All opinions expressed are for general informational purposes and should not be considered a substitute for advice specific to your circumstances.</p></p>
<p>Articolul <a href="https://www.gcube.ro/2022/06/10/comprehensive-law-firm-management-software/">Comprehensive Law Firm Management Software</a> apare prima dată în <a href="https://www.gcube.ro">GreenCube</a>.</p>
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		<title>Bookkeeping Services Near Me Better Business Bureau</title>
		<link>https://www.gcube.ro/2021/12/31/bookkeeping-services-near-me-better-business/</link>
					<comments>https://www.gcube.ro/2021/12/31/bookkeeping-services-near-me-better-business/#respond</comments>
		
		<dc:creator><![CDATA[adriana]]></dc:creator>
		<pubDate>Fri, 31 Dec 2021 15:39:18 +0000</pubDate>
				<category><![CDATA[Bookkeeping]]></category>
		<guid isPermaLink="false">https://www.gcube.ro/?p=22510</guid>

					<description><![CDATA[<p>These platforms offer a wide range of options, tiers, upgrades, add-ons, and integrations to work with whatever programs serve your operations the best. NetSuite is excellent for small-to-medium-sized businesses (SMBs) that need a single, unified suite of applications for their accounting, processing orders, managing inventory, supply chain, and warehousing. It’s known for being flexible and...</p>
<p>Articolul <a href="https://www.gcube.ro/2021/12/31/bookkeeping-services-near-me-better-business/">Bookkeeping Services Near Me Better Business Bureau</a> apare prima dată în <a href="https://www.gcube.ro">GreenCube</a>.</p>
]]></description>
										<content:encoded><![CDATA[<p><img decoding="async" class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2020/07/accountants-4.svg" width="250px" alt="bookkeeping agency"/></p>
<p>These platforms offer a wide range of options, tiers, upgrades, add-ons, and integrations to work with whatever programs serve your operations the best. NetSuite is excellent for small-to-medium-sized businesses (SMBs) that need a single, unified suite of applications for their accounting, processing orders, managing inventory, supply chain, and warehousing. It’s known for being flexible and for  its  wide potential to customize. Our experts are certified QuickBooks ProAdvisors, having performed thousands of QuickBooks implementations and training sessions. Whether we are closely involved in your ongoing accounting needs or helping you customize or migrate your QuickBooks version, Fourlane knows the ins and outs of bookkeeping with QuickBooks.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2020/04/peo-3.png" width="257px" alt="bookkeeping agency"/></p>
<h2>Ask us about our new Income Tax planning and Income Tax filing service!</h2>
<ul>
<li>You also have the option to build a Custom Plan that offers controller support, and fractional CFO services.</li>
<li>Our bookkeeping services integrate with the major small business bookkeeping software.</li>
<li>We’ve helped thousands of companies with our specialized services, customizing their software and settings, and even training them to get the most from their bookkeeping processes.</li>
<li>Get the guidance you need to grow your business confidently.</li>
<li>Our bookkeepers can’t prepare or file your taxes for you as part of your QuickBooks Live Expert service – even if they’re a credentialed CPA.</li>
</ul>
<p>Generic bookkeeping solutions often fall short for marketing agencies. Specialized bookkeeping focuses on capturing the granular data needed to assess project profitability, understand service line margins, and forecast cash flow with greater accuracy. This level of detail allows you to identify which services are truly profitable and which may need pricing adjustments or process <a href="https://www.bookstime.com/">https://www.bookstime.com/</a> optimizations. Bring years of best practices in accounting and financial reporting to your team. With our custom bookkeeping services, you no longer have to be confused about the best way to manage your transactions.</p>
<ul>
<li>The CPA Exam is very difficult and you’ll need every bit of focus to pass.</li>
<li>With that information, we’ll dive in to truly understand your business and provide you with a custom pricing quote for working together.</li>
<li>She provides administrative, technology, and client related support for the entire Proledge team.</li>
<li>Our intuitive software automates the busywork with powerful tools and features designed to help you simplify your financial management and make informed business decisions.</li>
<li>The magic happens when our intuitive software and real, human support come together.</li>
</ul>
<h2>Executive Assistant Contractor &#8211; Financial Industry</h2>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2020/07/Bookkeeping-101.jpg" width="251px" alt="bookkeeping agency"/></p>
<p>The insight derived from bookkeeping and accounting helps business owners make profitable decisions in order to grow. Our professional bookkeeping services will help your small business produce useful, accurate financial records on a monthly basis. Paradoxically, the professional services of bookkeeping companies like ours could positively affect your finances. Our bookkeeping experts could improve your cash flow, help you comply with tax regulations, and analyze your daily costs for areas of improvement. A bookkeeper can also provide you with reports on cash flow or show you what’s going on with your chart of accounts so you can streamline costs and stay on top of your business financials.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2019/08/img-8.png" width="254px" alt="bookkeeping agency"/></p>
<h2>Gain confidence with help from trusted experts</h2>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2020/07/accountants-2.svg" width="253px" alt="bookkeeping agency"/></p>
<p>Our professional <a href="https://www.bookstime.com/bookkeeping-services/kansas-city">bookkeeping agency</a> bookkeepers go through extensive checks before tackling your project and are prepared to assist your CPA. Every report accessible in the Bench platform can be exported to an Excel file for easy sharing with anyone from business partners to accountants. If getting your books caught up is your priority, our Catch Up and Retro bookkeeping teams will work with you to get your books in order, fast. Get free guides, articles, tools and calculators to help you navigate the financial side of your business with ease. If you are an eCommerce seller, you can visit our sister company, EcomBalance, where we offer sales and COGS on an accrual basis, but everything else on cash.</p>
<ul>
<li>Pilot also handled all the compliance paperwork for multi-state hiring so Iba could focus.</li>
<li>Kingston Smith is number seventeen on the list of top twenty accountancy firms.</li>
<li>During your demo, we’ll walk you through the services included in each Bench bundle to determine which is the best fit for your business.</li>
<li>Live Expert Cleanup gives you a better view of your finances so you can make smarter business decisions.</li>
<li>Book a demo today to see what running your business is like with Bench.</li>
</ul>
<p>They can also invoice your clients on your behalf, collect monthly payments, and manage your payroll service. While you pay for these services, you’ll save in time you can put toward growing your company. <a href="https://zurealtormiami.com/how-much-does-a-cpa-cost-for-small-business/">https://zurealtormiami.com/how-much-does-a-cpa-cost-for-small-business/</a> AccountingDepartment.com carries professional liability (E&amp;O) Insurance and&nbsp;employee dishonesty coverage.</p>
<p>Articolul <a href="https://www.gcube.ro/2021/12/31/bookkeeping-services-near-me-better-business/">Bookkeeping Services Near Me Better Business Bureau</a> apare prima dată în <a href="https://www.gcube.ro">GreenCube</a>.</p>
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		<title>Bulk Payment Services: Overview and Benefits</title>
		<link>https://www.gcube.ro/2021/12/01/bulk-payment-services-overview-and-benefits/</link>
					<comments>https://www.gcube.ro/2021/12/01/bulk-payment-services-overview-and-benefits/#respond</comments>
		
		<dc:creator><![CDATA[adriana]]></dc:creator>
		<pubDate>Wed, 01 Dec 2021 12:46:38 +0000</pubDate>
				<category><![CDATA[Bookkeeping]]></category>
		<guid isPermaLink="false">https://www.gcube.ro/?p=14750</guid>

					<description><![CDATA[<p>As a result, you will be able to identify and correct any errors quickly. Collect customer payments, make payouts, manage international payments and so much more. Create your account or contact our experts to explore custom solutions. Using bulk file uploads or manual transfers requires no technical expertise and is the quickest way to get...</p>
<p>Articolul <a href="https://www.gcube.ro/2021/12/01/bulk-payment-services-overview-and-benefits/">Bulk Payment Services: Overview and Benefits</a> apare prima dată în <a href="https://www.gcube.ro">GreenCube</a>.</p>
]]></description>
										<content:encoded><![CDATA[<p><img decoding="async" class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2021/12/cde6e10a-263f-4c39-842b-fb703e30d1e9-2-300x200.jpg" width="259px" alt="bulk payment system"/></p>
<p>As a result, you will be able to identify and correct any errors quickly. Collect customer payments,  make payouts, manage international payments and so much more. Create your account or contact our experts to explore custom solutions. Using bulk file uploads or manual transfers requires no technical expertise and is the quickest way to get started.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2020/11/image-UledfmXKaLs0Juv5-300x200.png" width="251px" alt="bulk payment system"/></p>
<h2>Reduced errors</h2>
<p>By optimizing high-volume transactions, bulk payment platforms improve efficiency, accuracy, and cash flow management for organizations. Software that can integrate with bulk payment platforms typically includes financial management software, accounting software, and invoicing software. Examples of such types of software could include systems such as Sage 50, QuickBooks, FreshBooks, AccuFund Accounting Suite, and Dynamics GP. These types of solutions generally work by enabling businesses to rapidly transfer multiple payments through a secure platform.</p>
<h2>business payouts</h2>
<ul>
<li>You need a reliable bulk payment provider, a recipients list, and access to bulk payment software or an integrated ERP system.</li>
<li>Regularly monitor the performance of your bulk payment system to identify areas for improvement.</li>
<li>In conclusion, bulk payment platforms are essential tools for businesses that need to manage large volumes of payments efficiently and accurately.</li>
<li>Let’s take a look at Company A, which needs to put salaries into the bank accounts of 200 employees.</li>
<li>Large corporations or multi-nationals making high volumes of payroll or invoice payments may prefer this bulk payment system.</li>
<li>Each invoice needs to be approved and a payment authorized by your controller, CFO, or CEO.</li>
</ul>
<p>This is particularly beneficial for small to medium-sized enterprises that need to keep operational costs low while maintaining high efficiency. To explore more benefits, check out Benefits of Bulk Payment Solutions for Businesses. While batch payment processing offers numerous benefits, it also presents certain challenges that businesses need to address.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2021/08/f48a9459c1.jpg" width="254px" alt="bulk payment system"/></p>
<h2>The bulk payment system helps businesses in several ways. They include the following:</h2>
<p>But as your business grows, you take on new employees, build relationships with new vendors and accumulate more debtors. You can also schedule bulk payments ahead of time, so the recipients are never left waiting. Make the smartest move by switching to Volopay at your convenient budget. Hence, registered organizations always prefer bulk payments method to send out dividends.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2020/07/service-seeking_cost-of-hiring-a-bookkeeper-300x200.jpg" width="259px" alt="bulk payment system"/></p>
<ul>
<li>Find out how GoCardless can help you with one-off or recurring payments.</li>
<li>As a result, making bulk payments will be difficult if your business requires global and cross-border payments.</li>
<li>A big plus is the use of real-time tracking and monitoring tools that provide complete transparency over each transaction.</li>
<li>Customers get notified two to three days before the payment hits their bank.</li>
<li>On a peak day, 99.3 million transactions were securely made through our data centres.</li>
<li>Every small business has freelancers and contractors who work for them.</li>
<li>Bulk payment solutions make business operations smoother, faster, and more efficient — a must-have in today’s digital-first economy.</li>
</ul>
<p>OnlineCheckWriter.com- powered by Zil Money then automatically processes the batch, including ACH transfers, wire transfers, or checks, saving time and effort. Payoneer offers an end-to-end platform for bulk money transfers and cross-border payments. With Payoneer, businesses can execute such payments to suppliers, vendors, contractors, and employees in more than 200 countries. With credit card transactions, payments can also be authorized and processed in real time. If you opt for credit card payment batch processing instead, authorization requests are sent through all at once,  usually at closing time.</p>
<h2>Top 5 Services for Receiving Bulk Payments</h2>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2020/09/India-Briefing-Filing-Income-Tax-Returns-in-India-min-300x215.jpg" width="255px" alt="bulk payment system"/></p>
<p>In medium and large-scale organizations, it can be hard to keep track of payments if you send them <a href="https://www.bookstime.com/articles/bulk-payment">bulk payment</a> one by one. This makes sense since you’ll be paying most employees similar amounts at the same time. Have you ever had to pay hundreds of suppliers at the same time, without an error? It’s a daunting task, yet companies must do it to keep operating efficiently.</p>
<div style='text-align:center'><iframe width='562' height='315' src='https://www.youtube.com/embed/o902XSCGSQ4' frameborder='0' alt='bulk payment system' allowfullscreen></iframe></div>
<h2>How Are Bulk Lists Different from Bulk Payment?</h2>
<p>By automating the payment collection process, GoCardless drastically cuts down the administrative responsibilities of managing and tracking invoices for your team. The success of the bank <a href="https://search.yahoo.com/search?p=ledger+account">ledger account</a> debit implementation led to a growing preference among Deputy&#8217;s customers. Services that are custom-made, from branded&nbsp;debit cards&nbsp;to&nbsp;employee rewards. I can assure you we don’t believe in “one-size-fits-all”; the focus is always on your success.</p>
<p>These technologies can help identify patterns, predict potential issues, and automate decision-making, further enhancing the efficiency and accuracy of bulk payment systems. Learn more <a href="https://www.linkedin.com/posts/bookstime_bookkeeping-is-the-practice-of-recording-activity-7405215244332998656-vvFC/">Bookkeeping 101</a> about future trends in Future of B2B Cross-Border Payments. In addition to technological safeguards, businesses must also implement robust internal controls and regularly review their payment processes. This includes setting up approval workflows and audit trails to ensure that all transactions are authorized and documented properly.</p>
<p>Articolul <a href="https://www.gcube.ro/2021/12/01/bulk-payment-services-overview-and-benefits/">Bulk Payment Services: Overview and Benefits</a> apare prima dată în <a href="https://www.gcube.ro">GreenCube</a>.</p>
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		<title>Beginners Guide to Bookkeeping Basics with Reliable Tools</title>
		<link>https://www.gcube.ro/2021/06/30/beginners-guide-to-bookkeeping-basics-with/</link>
					<comments>https://www.gcube.ro/2021/06/30/beginners-guide-to-bookkeeping-basics-with/#respond</comments>
		
		<dc:creator><![CDATA[adriana]]></dc:creator>
		<pubDate>Wed, 30 Jun 2021 18:06:07 +0000</pubDate>
				<category><![CDATA[Bookkeeping]]></category>
		<guid isPermaLink="false">https://www.gcube.ro/?p=19006</guid>

					<description><![CDATA[<p>Generally, your business is financially stable if your assets are greater than your liabilities. However, https://longgiaphatcopies.com/find-a-bookkeeper-or-accountant-near-you/ certain companies, such as those in service-based industries, may not have a lot of equity or may have negative equity. If you’re a busy small business owner with a million things to do, it’s easy to let bookkeeping fall...</p>
<p>Articolul <a href="https://www.gcube.ro/2021/06/30/beginners-guide-to-bookkeeping-basics-with/">Beginners Guide to Bookkeeping Basics with Reliable Tools</a> apare prima dată în <a href="https://www.gcube.ro">GreenCube</a>.</p>
]]></description>
										<content:encoded><![CDATA[<p><img decoding="async" class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2019/08/info-1.png" width="253px" alt="beginner small business basic bookkeeping"/></p>
<p>Generally, your business is financially stable if your assets are greater than your liabilities. However, <a href="https://longgiaphatcopies.com/find-a-bookkeeper-or-accountant-near-you/">https://longgiaphatcopies.com/find-a-bookkeeper-or-accountant-near-you/</a> certain companies, such as those in service-based industries, may not have a lot of equity or may have negative equity. If you’re a busy small business owner with a million things to do, it’s easy to let bookkeeping fall by the wayside. But even if an expense is ordinary and necessary, you may still not be able to deduct all of it on your taxes. Just because you do most of your work from your dining room table doesn’t mean that you can deduct your entire monthly rent. Luckily, the IRS has put together a comprehensive guide on business deductions that you can consult if you’re ever unsure about a deduction.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2019/12/stripe.png" width="251px" alt="beginner small business basic bookkeeping"/></p>
<h2>Bookkeeping basics: A guide for small businesses</h2>
<p>The platform offers inventory management, double-entry accounting, bank reconciliation, expense tracking with categorization rules, an invoices and quotes generator, and a customizable dashboard. A significant advantage of Xero is that it allows unlimited users inside or outside the business, making collaboration easier. It also provides a convenient  feature for sending quotes, recurring invoices, and reminders.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2020/09/Founders_Pledge_logo-3.png" width="257px" alt="beginner small business basic bookkeeping"/></p>
<h2>Preparing basic financial statements</h2>
<ul>
<li>While free budgeting apps are generally safe, it&#8217;s important to be mindful of your financial information and only provide it to sources you trust.</li>
<li>Organized records, clear categories, and supporting documents make it easier to respond if questions come up.</li>
<li>Most people want their yards tidied up in the spring, their lawns mowed in the summer, their leaves removed in the fall, their shrubs trimmed and their trees cared for.</li>
<li>By consistently tracking income and expenses, business owners can monitor profitability, identify tax deductions, and avoid financial surprises.</li>
</ul>
<p>GnuCash is an accounting software developed and maintained by volunteers and fits the financial needs of both individuals and small businesses. If you want to work during hours when no one else does, you can focus your cleaning business on office clients. You can provide cleaning services to retail businesses and keep your customers within one or two blocks.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://images.dmca.com/Badges/dmca-badge-w100-5x1-02.png?ID=ba8c0c77-963c-4a3b-a809-b6df21243a18" width="254px" alt="beginner small business basic bookkeeping"/></p>
<h2>What are the different bookkeeping methods you can use?</h2>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2019/09/Chris-Murphy-150x150.png" width="258px" alt="beginner small business basic bookkeeping"/></p>
<p>Understanding&nbsp;how to calculate Net Present Value&nbsp;is beneficial for your long-term financial planning. The Net Present Value (NPV) of your business is a <a href="https://en.wikipedia.org/wiki/Bookkeeping">bookkeeping</a> calculation that helps you analyze potential projects or investments that might be worth your while. The NPV calculation is a snapshot of a period of time that illustrates how much money you’ve had come in versus how much you’ve paid out. In the accrual method, on the other hand, you would record the expense in January, on the date  that you received the invoice — regardless of when you ended up paying for the parts.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2019/12/shopify.png" width="254px" alt="beginner small business basic bookkeeping"/></p>
<p>Proper record-keeping for small businesses makes the process easier and keeps you compliant with the law. You never want to waste time chasing down last month’s missing invoice, and you certainly don’t want to find yourself in trouble with legal requirements. Visit SBA.gov to find out more about how small businesses can stay legally compliant. Bookkeeping begins with setting up each necessary account so you can record transactions in the appropriate categories. <a href="https://www.bookstime.com/bookkeeping-101">bookkeeping 101</a> You likely won’t have the same exact accounts as the business next door—that&#8217;s one key reason we recommend meeting with a CPA to set up an individualized chart of accounts specific to your business. But regardless of the type or size of business you own, the accounts we list below are the most popular.</p>
<div style='text-align:center'><iframe width='564' height='314' src='https://www.youtube.com/embed/JWPXtBIWe8U' frameborder='0' alt='beginner small business basic bookkeeping' allowfullscreen></iframe></div>
<p>Articolul <a href="https://www.gcube.ro/2021/06/30/beginners-guide-to-bookkeeping-basics-with/">Beginners Guide to Bookkeeping Basics with Reliable Tools</a> apare prima dată în <a href="https://www.gcube.ro">GreenCube</a>.</p>
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		<title>Compound Interest Meaning Definition, Formulas and Solved Examples</title>
		<link>https://www.gcube.ro/2021/06/23/compound-interest-meaning-definition-formulas-and/</link>
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		<dc:creator><![CDATA[adriana]]></dc:creator>
		<pubDate>Wed, 23 Jun 2021 18:18:34 +0000</pubDate>
				<category><![CDATA[Bookkeeping]]></category>
		<guid isPermaLink="false">https://www.gcube.ro/?p=25673</guid>

					<description><![CDATA[<p>With a loan, the daily compounding interest would add to the amount of interest you owe. The following day, your daily compounding would be calculated using your new balance of $5,000.68 and earn you interest of $0.69, giving you a new total of $5,001.37. Daily compounding indicates a situation where interest is calculated and added...</p>
<p>Articolul <a href="https://www.gcube.ro/2021/06/23/compound-interest-meaning-definition-formulas-and/">Compound Interest Meaning Definition, Formulas and Solved Examples</a> apare prima dată în <a href="https://www.gcube.ro">GreenCube</a>.</p>
]]></description>
										<content:encoded><![CDATA[<p>With a loan, the daily compounding interest would add to the amount of interest you owe. The following day, your daily compounding would be calculated using your new balance of $5,000.68 and earn you interest of $0.69, giving you a new total of $5,001.37. Daily compounding indicates a situation where interest is calculated and added to your balance daily. With that in mind, here’s what you need to know about compounding periods and the difference they can make in your earnings. “What difference does it make if interest is compounded daily, weekly or monthly? However, writers must balance clarity with concision, making semiannual a useful choice for something that happens at that frequency.</p>
<p>This can result in slightly higher interest earnings compared to less frequent compounding. In summary, compound interest matters because it has the potential to significantly impact your financial growth, wealth accumulation, retirement planning, and overall financial well-being. The longer the investment horizon, the more significant the impact of compound interest on its growth potential.</p>
<p>Consider your comfort level with fluctuations in your investment and choose a frequency that aligns with your risk tolerance. When comparing different compounding frequencies, it’s important to consider your investment goals, risk tolerance, and the available options. APY standardizes the interest rate calculation across different compounding frequencies, allowing for an apples-to-apples comparison.</p>
<p>This term is often confused with biannual due to their similarity in spelling. Semiannual is also an adjective, and it also describes something that happens twice a year. Something that is biannual happens twice a year. That is the case with the words biannual and biennial, which appear nearly identical, but do not mean the same thing. Other times, very similar words will refer to different ideas, introducing confusion. Sometimes, English has more than one word that refers to the same idea.</p>
<p>Learn through real-world case studies and gain insights into the role of FP&#038;A in mergers, acquisitions, and investment strategies. In the case of compound interest, interest is earned not only on the principal amount invested initially but also on the interest earned previously from the investment. Instead of battle with biweekly or semiweekly, we will say “every two weeks.” Rather than wrestle with bimonthly or semimonthly, we will write “twice a month.” Conversely, those of us who note that the blurring of bi and semi will only get greater will avoid confusion altogether by stating the actual time frame. To illustrate this, we located the following definitions of words with the bi or semi prefix after researching both style books and dictionaries.</p>
<h2>Who Needs Quarterly Reports?</h2>
<p>After ten years, he sold the investment for $ 1,600 in 2019. Fin International Ltd makes an initial investment of $ 10,000 for two years. Mr. X makes an initial investment of $ 10,000 for five years. Enhance your proficiency in Excel and automation tools to streamline financial planning processes. The Hargreaves Lansdown provides access to a range of investment products and services for UK investors. Mr. Z makes an initial investment of $ 5,000 for three years.</p>
<h2>What&#8217;s the difference between &#8216;sympathy&#8217; and &#8217;empathy&#8217;?</h2>
<p>Just the interest amount is calculated using the formula Pert &#8211; P as usual. In these formulas, A is the total amount that includes both the compound interest and the principal. From the above table, we can understand the power of compounding. The principal for a particular year in case of compound interest is equal to the sum of the initial principal value, and the accumulated interest of the past years. The compound interest is obtained by subtracting the principal amount from the compound amount.</p>
<ul>
<li>While a traditional savings account with simple interest earns money on your deposits, compound interest savings accounts allow you to earn money on the interest you earn as well.</li>
<li>Semiannual and Biannual are interchangeable, their definitions are the same.</li>
<li>Conversely, when you invest, you are granting immediate money to another party, and they are paying you for this money, through interest.</li>
<li>Instead of dividing your annual interest rate by 365, you would divide by 52.</li>
<li>While it requires tracking the interest earned over each six-month period, it is less frequent than monthly or daily compounding, making it more manageable for some investors.</li>
</ul>
<h2>Annual Compounding</h2>
<ul>
<li>The most comprehensive collection of free financial calculators online.</li>
<li>By understanding compound interest and the implications of different compounding frequencies, you can make informed decisions and leverage this financial concept to your advantage.</li>
<li>The interest earned during each compounding period is added to the principal, and from that point forward, interest is calculated on the new, higher principal amount.</li>
<li>Annual financial reports provide a holistic view of a company’s overall performance, showcasing the cumulative results of operational and financial efforts throughout the year.</li>
<li>Since semi- means half or part, it will be easy to remember that you only need to wait part of a year before something semiannual happens again.</li>
<li>Using bi or semi in front of time periods can create tremendous confusion these days as definitions and style guidance continue to soften and blur.</li>
<li>But, after a period of time, there is a noticeable difference in the total interest obtained.</li>
</ul>
<p>The simple interest value for each time period is the same because the principal on which it is calculated is constant. Again, the interest for the next time period is calculated on the accumulated principal value. Compound interest is an interest calculated on the principal and <a href="https://studiotest.lms.weonlite.com/balance-sheet-explanation-components-and-examples">https://studiotest.lms.weonlite.com/balance-sheet-explanation-components-and-examples</a> the existing interest together over a given time period.</p>
<p>In annual compounding, the interest earned throughout the year is not added to the principal until the end of the compounding period. It is one of the simplest and least frequent compounding frequencies, but it still has a significant impact on the growth of your investment over time. It’s important to note that the choice of compounding frequency can significantly impact the growth of your investment. Continuous compounding is a theoretical concept where interest is calculated and added to the principal continuously, without specific compounding periods. This compounding frequency is widely used in savings accounts, money market accounts, car loans, and personal loans.</p>
<p>Home » Biannual vs. Semiannual – What’s the Difference? Starting early allows more time for interest to compound, leading to significantly higher returns over the long term. For loans, compound interest can significantly increase the total amount owed if payments are not managed properly. Continuous compounding calculates and adds interest at an infinitely small interval, leading to maximum interest accrual. After the first quarter, the investment grows to $5,100. By the end of the third year, your investment is worth $1,157.63.</p>
<p>Here, the interest so far accumulated is added to the principal and the resulting amount becomes the new principal for the next interval. Compound interest is the interest paid on both principal and existing interest. The power of compounding is that it is always greater than or equal to the other methods like simple interest. Compound interest is the method of calculation of interest used for all financial and business transactions across the world. By clicking CONTINUE below, you will be leaving AdditionFi.com to visit an external website that is not owned or operated by Addition Financial Credit Union. Are you looking for help with managing your money?</p>
<p>It&#8217;s important to understand the differences to ensure you are understanding the financial impact of financial products, such as bonds and dividends. It is commonly used in a financial context, such as how often bonds <a href="https://www.personal-accounting.org/how-to-calculate-monthly-wages-if-you-are-paid/">annual semi annual quarterly monthly</a> pay interest. Semiannual refers to events that occur twice every year, usually six months apart.</p>
<p>Financial statements or reports are frequently published on a quarterly (four times per year) basis. In this example, if a bond pays semiannually, the bondholder would receive a payment in January or July, or June and December. The BLM, which oversees the monument, wants to shift the walk-in lottery to a 48-hour online lottery and have the public apply twice a year for the semiannual lottery, instead of monthly.</p>
<p>Interest is compounded twelve times per year. Interest is compounded four times per year. With yearly compounding, interest is added to the principal balance once every year. This means your investment grows faster and faster as time goes on.</p>
<h2>Growth of Investments</h2>
<p>In semi-annual compounding, the interest earned during each six-month period is added to the principal at the end of that period. Semi-annual compounding is a compounding frequency where interest is added to the principal twice a year. When considering investments that <a href="https://monlibraire.net/how-to-learn-quickbooks-quickly-california/">https://monlibraire.net/how-to-learn-quickbooks-quickly-california/</a> offer annual compounding, it’s crucial to evaluate the annual interest rate, as well as the potential for compounding over several years. This can delay the growth of your investment compared to shorter compounding periods, where the interest is reinvested more frequently.</p>
<p>In lesson 3, we calculated the PW$1 factor at an annual rate of 6% for 4 years with annual compounding. If we had invested $100 at an annual rate of 6% with monthly compounding we would have ended up with $127.05 four years later; with annual compounding we would have ended up with $126.25. In this case, the periodic monthly rate is 0.5% (one-half of one percent per month, 6% ÷ 12), and the number of monthly compounding periods is 48 (12 periods/year × 4 years). In lesson 2, we calculated the annual FW$1 factor at a stated annual rate of 6% for 4 years with annual compounding. With intra-year compounding, the periodic interest rate, instead of being the stated annual rate, becomes the stated annual rate divided by the number of compounding periods per year.</p>
<h2>Wordplay</h2>
<p>Evaluating your financial situation and preferences will help you determine the most suitable compounding frequency for your investments or loans. Investments with daily or monthly compounding have the highest growth potential, while annual compounding has the slowest growth rate. When considering investments or loans that offer monthly compounding, it’s crucial to evaluate the annual interest rate and the compounding effect over several years. However, if you desire even faster growth and are comfortable with more frequent compounding, you may consider exploring investments with monthly or daily compounding. Since the interest is added only four times a year, the reinvestment of interest is not as frequent as in monthly or daily compounding, which can result in slower growth over time.</p>
<p>Compound interest is the interest that is earned on an initial principal amount as well as the accumulated interest from previous periods. An amount of $1000 invested over a period of time at 10% rate would give a simple interest of $100, $100, $100&#8230; The interest accumulated on a principal over a period of time is also added to the principal and becomes the new principal amount for the next time period. Any time you open a new account or borrow money, you should ask about compounding and make sure you understand it before you proceed. Compounding interest periods can have a significant impact on your savings and growth as well as on your debt. The most important thing to do is to be aware of how different compounding periods can impact your savings and debt, and then do what you can to protect yourself by earning more and spending less.</p>
<p>After one year, <a href="https://gestionar.com/how-to-add-adp-payroll-to-quickbooks-online/">https://gestionar.com/how-to-add-adp-payroll-to-quickbooks-online/</a> your investment grows to $1,050. The interest is calculated at approximately 0.0137% (5% divided by 365) every day. The interest is calculated at approximately 0.4167% (5% divided by 12) every month. The interest is calculated at 1.25% (5% divided by 4) every quarter.</p>
<p>Quarterly financial reports build upon the monthly data but offer a more strategic view. You will see the semi-annual loan payment. You have to pay the loan within 5 years at a 5% annual interest rate. For example if I were to take a loan of 1000 dollars at 10% interest annually. In common usage, only in the case of credit cards are the rates expressed as monthly compounding interest rates.</p>
<p>Articolul <a href="https://www.gcube.ro/2021/06/23/compound-interest-meaning-definition-formulas-and/">Compound Interest Meaning Definition, Formulas and Solved Examples</a> apare prima dată în <a href="https://www.gcube.ro">GreenCube</a>.</p>
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		<title>Best Law Firm Accounting Software in 2025</title>
		<link>https://www.gcube.ro/2021/04/23/best-law-firm-accounting-software-in-2025-2/</link>
					<comments>https://www.gcube.ro/2021/04/23/best-law-firm-accounting-software-in-2025-2/#respond</comments>
		
		<dc:creator><![CDATA[adriana]]></dc:creator>
		<pubDate>Fri, 23 Apr 2021 12:07:11 +0000</pubDate>
				<category><![CDATA[Bookkeeping]]></category>
		<guid isPermaLink="false">https://www.gcube.ro/?p=20068</guid>

					<description><![CDATA[<p>Our legal contact management software makes it easy to filter, search and access critical client data, view communication history and more. Smokeball makes it easy, with world-class case management software, intuitive workflows and smart features built for your area of law. Beyond daily accounting, legal accounting specialists provide valuable insights that support growth. Payroll in...</p>
<p>Articolul <a href="https://www.gcube.ro/2021/04/23/best-law-firm-accounting-software-in-2025-2/">Best Law Firm Accounting Software in 2025</a> apare prima dată în <a href="https://www.gcube.ro">GreenCube</a>.</p>
]]></description>
										<content:encoded><![CDATA[<p><img decoding="async" class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' 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" width="252px" alt="best law firm accounting software"/></p>
<p><p>Our legal contact management software makes it easy to filter, search and access critical client data, view communication history and more. Smokeball makes it easy, with world-class case management software, intuitive workflows and smart features built for your area of law. Beyond daily accounting, legal accounting specialists provide valuable insights that support growth. Payroll in law firms involves multiple pay structures and detailed records. Lawyers may <a href="https://ranawaxman.com/the-importance-of-expert-bookkeeping-for-law-firms/">https://ranawaxman.com/the-importance-of-expert-bookkeeping-for-law-firms/</a> be salaried, paid per billable hour, or receive profit shares. Without proper systems, payroll errors can occur and affect staff trust.</p>
</p>
<p><h2>Find a legal practice management consultant</h2>
</p>
<ul>
<li>Law firms use Bill4Time’s legal billing software because it combines time tracking, invoicing, trust accounting, and client communications.</li>
<li>Stay on top of matters, communicate with clients, and view documents from your smartphone or any device with an internet connection.</li>
<li>Cloud-based software is best for firms needing remote access or looking to scale without a large up-front investment.</li>
<li>Bill4Time’s time keeping and billing software for attorneys helps capture time concurrently, not days later.</li>
<li>The easiest way to request, sign, and manage your documents – all in one platform.</li>
<li>Our software			solutions are fully approved for preparing, printing, and e-filing all major tax forms.</li>
</ul>
<p><p>This article explores the 10 best law firm accounting software solutions for 2026 to help legal professionals make informed decisions to support their practice’s financial health. Although it’s not built specifically for law firms, its easy-to-use interface and automation features make financial management less time-consuming. It’s a good option for firms that don’t require complex trust accounting but need an efficient way to handle billing and expenses.</p>
</p>
<p><div style='text-align:center'><iframe width='568' height='316' src='https://www.youtube.com/embed/7CvJFhak_T0' frameborder='0' alt='best law firm accounting software' allowfullscreen></iframe></div>
</p>
<p><h2>Standalone Billing Software v. Legal Practice Management Systems</h2>
</p>
<p><div style='text-align:center'><iframe width='565' height='314' src='https://www.youtube.com/embed/odTQ24FtB7I' frameborder='0' alt='best law firm accounting software' allowfullscreen></iframe></div>
</p>
<p><p>Many tools also integrate with case and law practice management software, making it easier to connect billing with legal work. Law firms use Bill4Time’s legal billing software because it combines time tracking, invoicing, trust accounting, and client communications. Because Bill4Time keeps all of this under one roof, there’s no need to manage separate apps for payments or reporting. Most  lawyers use time and billing software for lawyers, like Bill4Time, that supports real-time tracking, matter-based billing, and professional invoicing. The software must also support compliance with trust accounting rules and firm-specific billing policies.</p>
</p>
<ul>
<li>Each entry is linked to a matter and activity, so time is tracked consistently.</li>
<li>Most law firms use a combination of legal-specific software for case management, billing, and accounting.</li>
<li>Timeslips Premium is one of Sage’s products and, in fact, is one of the oldest billing tools still in operation.</li>
<li>As part of the Clio ecosystem, it integrates with Clio Manage, allowing firms to track billable hours, generate invoices, and handle trust accounts all in one place.</li>
<li>Legal accounting software helps firms handle client funds properly, generate accurate invoices, and keep financial records organized without extra manual work.</li>
<li>This allows lawyers on the go to easily and accurately track their work.</li>
</ul>
<p><h2>Why Trust Accounting Requires Specialized Law Firm Accounting Support</h2>
</p>
<p><p>Unlock the insights and tools your manufacturing or distribution leadership team needs to take charge of strategic planning and drive your business forward in the year ahead. These features help you stay organized, bill accurately, and run a more efficient practice—without adding complexity to your workflow. At 96% client satisfaction, our tech-forward bench offers experience you can trust. Professional accountants can identify deductions, manage depreciation, and prepare accurate tax filings, helping you save money and avoid penalties. Our team ensures all financial statements are accurate, up-to-date, and ready for decision-making.</p>
</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="259px" alt="best law firm accounting software"/></p>
<p><h2>Timely Client Balance Reporting</h2>
</p>
<p><p>Make getting paid the easiest part of your job with intuitive time-tracking and convenient payment options. Get found online, build client relationships, and generate business with Rocket Matter’s growth and engagement solutions. Sign up to receive the latest updates on industry news and LEAP&#8217;s all-in-one legal software solution. Actionable reporting into your cases, clients and opportunities make it easier to run a smarter, more organized firm.</p>
</p>
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" width="252px" alt="best law firm accounting software"/></p>
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" width="258px" alt="best law firm accounting software"/></p>
<p><p>But whether you’re choosing legal billing software for the first time or looking to upgrade, the selection process can be daunting. More billable hours mean more money in your bank accounts and keeping your firm financially stable. Instead of getting buried in paperwork, you’ll spend more time on high-value tasks that bring in revenue. Plans start at $6.30 for the Lite plan, which allows users to send invoices to five clients, track expenses and other basic accounting work. More robust features are available in higher-tier plans, starting at $11.40 per month for the Plus plan.</p>
</p>
<ul>
<li>Yes, many accounting solutions offer integration capabilities with other legal management tools and software, providing a cohesive and streamlined experience.</li>
<li>Accountants for lawyers ensure that trust funds are handled correctly at all times.</li>
<li>Which type of solution you choose depends on your budget, your needs, and your long-term growth goals.</li>
<li>Next, we recommend that your firm makes an inventory of the specific capabilities and features that you require in your law firm accounting software.</li>
<li>Bill4Time allows you to create professional invoices from detailed time entries, apply matter-specific rates, manage payments securely, and much more.</li>
<li>Best of all, Time59 charges a flat fee of $199 per year with zero hidden charges.</li>
</ul>
<p><h2>Turn manual work that once took days into minutes.</h2>
</p>
<p><p>Integration facilitates data synchronization, reduces manual data entry, and enhances workflow efficiency across various law firm operations. We encourage you to learn more about other useful software for law firms. A Private Cloud will host your desktop-based legal software, documents and data in the cloud. Get the reliability, security and mobility of the cloud without sacrificing your software. While you’re building the technology stack for your law firm, don’t forget to ensure you have the best document management system. Enhance document <a href="https://ranawaxman.com/the-importance-of-expert-bookkeeping-for-law-firms/">The Importance of Expert Bookkeeping for Law Firms</a> management for regulatory compliance, access control, and secure file sharing, reducing administrative overhead and ensuring accountability.</p>
</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="256px" alt="best law firm accounting software"/></p>
<p><p>Accept secure payments, set flexible rates, and manage your business without cobbling together extra tools. Attorneys bill their clients in Bill4Time by combining powerful client  management with fast, flexible billing and invoicing—all in one place. Ensure the accounting partner stays updated with local tax laws and real estate regulations to avoid penalties. Managing finances in-house can consume hours, which is why many investors outsource real estate accounting.</p>
</p>
<p><p>Document security has become essential, with tools like Redactable addressing the permanent redaction requirements that traditional PDF editors don’t handle. The trend is toward cloud-based tools (73% adoption) with AI integration (53% of solos). Enhanced by the power of AI, LEAP enables firms to practice law more efficiently and effectively. Our dedicated in-house team provides free onboarding, training, and ongoing support.</p></p>
<p>Articolul <a href="https://www.gcube.ro/2021/04/23/best-law-firm-accounting-software-in-2025-2/">Best Law Firm Accounting Software in 2025</a> apare prima dată în <a href="https://www.gcube.ro">GreenCube</a>.</p>
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		<title>Balance Sheet Example Template Format Analysis Explanation</title>
		<link>https://www.gcube.ro/2021/04/07/balance-sheet-example-template-format-analysis/</link>
					<comments>https://www.gcube.ro/2021/04/07/balance-sheet-example-template-format-analysis/#respond</comments>
		
		<dc:creator><![CDATA[adriana]]></dc:creator>
		<pubDate>Wed, 07 Apr 2021 22:46:31 +0000</pubDate>
				<category><![CDATA[Bookkeeping]]></category>
		<guid isPermaLink="false">https://www.gcube.ro/?p=26961</guid>

					<description><![CDATA[<p>By examining these elements, investors can better assess financial health, stability, and risk. So, what we have learned about trial balance from the above examples. In the same way, we will prepare a trial balance for Go Green Pvt. Now we will prepare the trial balance for Jyoti Enterprises on March 31st, 2019, as per...</p>
<p>Articolul <a href="https://www.gcube.ro/2021/04/07/balance-sheet-example-template-format-analysis/">Balance Sheet Example Template Format Analysis Explanation</a> apare prima dată în <a href="https://www.gcube.ro">GreenCube</a>.</p>
]]></description>
										<content:encoded><![CDATA[<p>By examining these elements, investors can better assess financial health, stability, and risk. So, what we have learned about trial balance from the above examples. In the same way, we will prepare a trial balance for Go Green Pvt. Now we will prepare the trial balance for Jyoti Enterprises on March 31st, 2019, as per the balance is shown above, Below are the balances from the books of Jyoti Enterprises as of March 31st, 2019. We will prepare the trial balance as per the transactions shown below table for the firm on March 31st, 2019</p>
<p>Non-Current LiabilitiesOften called long-term liabilities, these are the company&#8217;s financial obligations not due within a year. Non-Current AssetsThese assets, also called long-term assets, are critical for a company&#8217;s success but cannot be converted into cash within the firm&#8217;s fiscal year. You must understand a few basic financial terms to read a balance sheet effectively. Financial statements organize important financial data so stakeholders, including board members, investors, shareholders, creditors, employees, customers, and analysts, can analyze the health of a company&#8217;s finances.</p>
<h2>Income Statement (Profit &#038; Loss Statement)</h2>
<p>For example, even the balance sheet has such alternative names as a &#8220;statement of financial position&#8221; and &#8220;statement of condition.&#8221; Balance sheet accounts suffer from this same phenomenon. How assets are supported, or financed, by a corresponding growth in payables, debt liabilities, and equity reveals a lot about a company&#8217;s financial health. As a company&#8217;s assets grow, its liabilities and/or equity also tend to grow in order for its financial position to stay in balance. A company’s balance sheet is used to determine financial data for a company for a specific date.</p>
<h2>Trace the Net Profit to Retained Earnings</h2>
<p>Liabilities are financial and legal obligations to pay an amount of money to a debtor, which is why they’re typically tallied as negatives (-) in a balance sheet. When a balance sheet is reviewed externally by someone interested in a company, it’s designed to give insight into what resources are available to a business and how they were financed. When a balance sheet is reviewed internally by a business leader, key stakeholder, or employee, it’s designed to give insight into whether a company is succeeding or failing.</p>
<p>Its liabilities (specifically, the long-term debt account) will also increase by $4,000, balancing the two sides of the equation. If a company takes out a five-year, $4,000 loan from a bank, its assets (specifically, the cash account) will increase by $4,000. That&#8217;s because a company has to pay for all the things it owns (assets) by either borrowing money (taking on liabilities) or taking it from investors (issuing shareholder equity). For this reason, the balance sheet should be compared with the other statements and sheets from previous periods.</p>
<h2>Identify Your Liabilities</h2>
<p>Many times there will be a third subcategory for investments, intangible assets, and or property that doesn’t fit into the first two. Thus, the assets are typically listed with a total accumulated depreciation amount subtracted from them. The first subcategory lists the current assets in order of their liquidity. This structure helps investors and creditors see what assets the company is investing in, being sold, and remain unchanged.</p>
<p>Shareholders’ equity refers generally to the net worth of a company, and reflects the amount of money that would be left over if all assets were sold and liabilities paid. By determining the financial status of your organization, essential partners have an informative blueprint of your company’s potential and profitability. By looking at the sample balance sheet below, you can extract vital information about the health of the company being reported on.</p>
<h2>Should the CFC Open Call Application form be completed in English?</h2>
<p>The second liabilities section lists the obligations that will become due in more than one year. In other words, they are listed on the report for the same amount of money the company paid for them. The asset section is organized from current to non-current and broken down into two or three subcategories. We deliver insights, tips, and strategies on starting and growing your business, helping you navigate the path to success. Utilizing this resource can improve your financial literacy, helping you communicate effectively with stakeholders. This knowledge likewise aids in securing funding, as it demonstrates financial stability to potential investors and lenders.</p>
<p>A company&#8217;s cash flow statement (CFS) tracks the movement of cash into and out of the business over time. Comprehensive income expands equity exploration by including items not typically seen on a traditional income statement. An income statement overviews a company’s revenues, expenses, net income, and earnings per share over a specified period, such as a quarter or a year.</p>
<p>In financial reporting, the terms &#8220;current&#8221; and &#8220;non-current&#8221; are synonymous with the terms &#8220;short-term&#8221; and &#8220;long-term,&#8221; respectively, and are used interchangeably. In the asset sections mentioned above, the accounts are listed in the descending order of their liquidity (how quickly and easily they can be converted to cash). A trial balance is not an account, but a schedule of all the balances of all ledger accounts on a particular date. Ltd as per the balance is shown below from the books of the accounts, From the above two examples, we have seen that both debit and credit side balances are the same in the trial balance, indicating no error in posting accounting entries. If there is a difference between all debit and credit balances, there would be some errors in the posting of the accounting transactions.</p>
<ul>
<li>A sample presentation of a vertical balance sheet appears in the following exhibit, where all assets, liabilities and equity items are presented in a single column.</li>
<li>A company’s balance sheet is one of the most important financial statements it produces—typically on a quarterly or even monthly basis (depending on the frequency of reporting).</li>
<li>However, retained earnings, a part of the owners’ equity section, is provided by the statement of retained earnings.</li>
<li>Financial statements are reports businesses prepare to summarize financial performance and health.</li>
<li>It complements the balance sheet and helps assess how ownership value evolves over time.</li>
<li>Modern accounting platforms such as Xero, QuickBooks, and Sage generate both the income statement and the balance sheet automatically from your bookkeeping data.</li>
</ul>
<p>Combine both, and you have your total liabilities. Next, separate your assets into current assets and non-current assets. Start with the basics like your general ledger, bank statements, loan documents, but also think about more complex documents like schedules for depreciation, inventory, or accrued expenses.</p>
<ul>
<li>The balance sheet lists all of a business&#8217;s assets, liabilities, and shareholders&#8217; equity.</li>
<li>A company will be able to quickly assess whether it has borrowed too much money, whether the assets it owns are not liquid enough, or whether it has enough cash on hand to meet current demands.</li>
<li>These statements must present complex data in a clear and accessible way for everyone, from CEOs to average consumers.</li>
<li>The current liabilities section is always reported first and includes debt and other obligations that will become due in the current period.</li>
<li>The four core financial statements are the balance sheet, income statement, cash flow statement, and statement of shareholders’ equity.</li>
</ul>
<p>Lastly, a balance sheet is subject to several areas of professional judgment that may materially impact the report. For example, imagine a company reports $1,000,000 of cash on hand at the end of the month. Although the balance sheet is an invaluable piece of information for investors and analysts, there are some drawbacks.</p>
<p>A balance sheet gives an overview of a company&#8217;s financial position by taking stock of what it owns, what it owes and the value of its equity. As described at the start of this article, a balance sheet is prepared to disclose the financial position of the company at a particular point in time. If all the elements of the balance sheet are correctly listed, the total of the asset side (i.e., the left side) must be equal to the total of liabilities and the owners’ equity side (i.e., the right side).</p>
<p>We believe everyone should be able to make financial decisions with confidence. Save my name, email, and website in this browser for the next time I comment. If working capital is negative, the business may struggle to pay its bills — even if it is technically profitable. Net profit is the true measure of how much the business kept.</p>
<p>You can find current corporation tax rates on the And yet, when a supplier sends an invoice, you realise you do not have enough cash in the bank to pay it on time. The Statement of Shareholders&#8217; Equity shows how a company&#8217;s equity changes over a reporting period. It accounts for adjustments in securities held for sale by the firm, unrealized gains or losses on investments, hedging activities, foreign currency exchange rate changes, and adjustments to future pensions. These statements must present complex data in a clear and accessible way for everyone, from CEOs to average consumers.</p>
<p>As per the trial balance prepared for NSBHandicraft as of March 31st, 2019, we can see that the total of the Debit side is the same as the total of the credit side in the trial balance. Smartsheet provides a better way to unify collaboration and automate workflows so you can spend more time on the work that matters. This loan amortization template tracks loan payments by detailing principal, interest, and remaining balance over time.</p>
<p>Leverage ratios measure how much your company relies on debt to finance its operations and assets. They help you assess whether your business has enough liquid resources, such as cash or assets that can quickly be converted to cash, to cover immediate liabilities. You should calculate equity as total assets minus total liabilities.</p>
<p>If a company has more assets than liabilities, it is generally in a better financial condition. The balance sheet provides a snapshot of a company&#8217;s financial condition at a specific moment. The difference between assets and liabilities is shareholders&#8217; equity, the owners&#8217; stake in the company, which is the same idea as net worth. Financial strength ratios, such as the working capital and debt-to-equity ratios, provide information on how well the company can meet its obligations and how the obligations are leveraged. Liquidity and solvency ratios show how well a company can <a href="https://www.online-accounting.net/self-employment-tax-self-employed-individuals-tax/">self employment tax</a> pay off its debts and obligations with existing assets.</p>
<p>Articolul <a href="https://www.gcube.ro/2021/04/07/balance-sheet-example-template-format-analysis/">Balance Sheet Example Template Format Analysis Explanation</a> apare prima dată în <a href="https://www.gcube.ro">GreenCube</a>.</p>
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		<title>Key Differences of Amortization vs Depreciation: Expenses and Value Calculation</title>
		<link>https://www.gcube.ro/2020/08/20/key-differences-of-amortization-vs-depreciation/</link>
					<comments>https://www.gcube.ro/2020/08/20/key-differences-of-amortization-vs-depreciation/#respond</comments>
		
		<dc:creator><![CDATA[adriana]]></dc:creator>
		<pubDate>Thu, 20 Aug 2020 23:10:06 +0000</pubDate>
				<category><![CDATA[Bookkeeping]]></category>
		<guid isPermaLink="false">https://www.gcube.ro/?p=15928</guid>

					<description><![CDATA[<p>Three key concepts—depreciation, amortization, and depletion—help allocate the cost of assets over time. While they serve similar purposes, they apply QuickBooks to different types of assets under&#160;U.S. Amortization is similar to depreciation in that it’s used to spread the cost of an asset over a period of time. However, the key difference to remember is...</p>
<p>Articolul <a href="https://www.gcube.ro/2020/08/20/key-differences-of-amortization-vs-depreciation/">Key Differences of Amortization vs Depreciation: Expenses and Value Calculation</a> apare prima dată în <a href="https://www.gcube.ro">GreenCube</a>.</p>
]]></description>
										<content:encoded><![CDATA[<p><img decoding="async" class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2021/08/e5a3d6c0f1.jpg" width="259px" alt="amortization vs depreciation"/></p>
<p>Three key concepts—depreciation, amortization, and depletion—help allocate the cost of assets over time. While they serve similar purposes, they apply <a href="https://twitter.com/QuickBooks">QuickBooks</a> to different types of assets under&nbsp;U.S. Amortization is similar to depreciation in that it’s used to spread the cost of an asset over a period of time. However, the key difference to remember is that amortization is only used for intangible assets, whereas depreciation is usually only applied to tangible, fixed assets.</p>
<h2>Using the Accumulated Depreciation Method</h2>
<ul>
<li>But most of them lose a significant part of their value already in the first few years.</li>
<li>What makes depletion similar to depreciation is that they are both cost recovery system for tax reporting and accounting.</li>
<li>Mastering amortization calculations and schedule preparation is key for business owners to avoid misrepresentation of assets and future income expectations.</li>
<li>Most companies have physical assets – such as vehicles, office space, and furniture – and intangible assets, like patents and proprietary software.</li>
<li>Depreciation and amortization serve as accounting tools that enable businesses to align their asset cost recognition with the benefits those assets provide over time.</li>
<li>The term amortization is used in both accounting and in lending with completely different definitions and uses.</li>
<li>You wouldn’t charge the whole cost of a new building in the acquisition year because the life of the asset would extend many years.</li>
</ul>
<p>Therefore, the oil well’s setup costs are spread out over the predicted life of the well. It is the gradual reduction in the value of an  intangible resource on the balance. This is to spread the cost over the period that the <a href="https://www.bookstime.com/articles/amortization-vs-depreciation">amortization vs depreciation</a> company will earn a profit from the asset. A typical mistake is someone buying a business and trying to deduct the goodwill immediately, which is not allowed.</p>
<h2>Best Accounting Software for Multiple Businesses in 2026</h2>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2021/08/a7f8556d03.jpg" width="255px" alt="amortization vs depreciation"/></p>
<p>While amortization sounds like a term in the funerary industry, it’s actually a business and accounting term, like depreciation. Both have to do with how a business determines its value and categorizes its assets.  Amortization and depreciation relate to assets that a company owns and the value derived from them. Since amortization of assets is recorded as an expense, it affects the profitability shown in the income statement. This impacts how investors and analysts perceive the company’s performance.</p>
<h2>What is the Difference Between Amortization and Capitalization?</h2>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2022/04/e9299db8-659b-4949-a97f-8feecc4826d8.jpg" width="258px" alt="amortization vs depreciation"/></p>
<p>This is reflected in the asset’s carrying amount (original cost minus accumulated amortization). Calculating amortization expense involves spreading the cost of an intangible asset over its useful life. Here’s a guide on how to <a href="https://www.borderless-global.com/bookkeeping/15438/">https://www.borderless-global.com/bookkeeping/15438/</a> calculate amortization expense, primarily using the most common method, the straight-line method. Deducting capital expenses over an assets useful life is an example of amortization, which measures the use of an intangible assets value, such as copyright, patent, or goodwill. The amortization value is usually calculated through the straight-line depreciation method, which means that the value that is recorded remains the same throughout the assets&#8217; useful life. Intangible assets, unlike tangible ones, do not have any salvage or resale values at the end of their usable life.</p>
<ul>
<li>Since tangible assets might have some value at the end of their life, depreciation is calculated by subtracting the asset’s salvage value or resale value from its original cost.</li>
<li>Assets owned by the business, such as real estate, tools, structures, buildings, plants, machinery, and cars, can be depreciated.</li>
<li>For tangible assets, depreciation methods like MACRS offer flexibility in timing deductions.</li>
<li>Amortization and depreciation relate to assets that a company owns and the value derived from them.</li>
<li>Get instant access to video lessons taught by experienced investment bankers.</li>
</ul>
<h2>How can Taxfyle help?</h2>
<ul>
<li>In both cases, however, the rationale for their treatment shall be directed towards the matching principle, thus properly aligning the expense against the revenues.</li>
<li>Amortization uses the straight-line method to determine the decreasing value of intangible assets.</li>
<li>As tax laws and accounting standards evolve, maintaining current knowledge of these cost recovery mechanisms remains essential for sound financial management.</li>
<li>A proprietary process is an intangible asset that arises from a company’s unique way of producing a product or providing a service.</li>
<li>Companies are not likely to use accelerated depreciation for all their assets.</li>
</ul>
<p>You wouldn’t charge the whole cost of a new building in the acquisition year because the life of the asset would extend many years. The account created for accumulated depreciation is a compensatory one which decreases the fixed assets account. Unlike other accounts, this one continues to increase until after the asset has been written off, sold, or fully depreciated. The value of an item when it is brand new and after a period of use, sees a gradual reduction based on the period it has been used for. Tangible assets also have a residual value after the end of their useful life.</p>
<div style='text-align:center'><iframe width='564' height='310' src='https://www.youtube.com/embed/PpG24tr8XSI' frameborder='0' alt='amortization vs depreciation' allowfullscreen></iframe></div>
<p>Articolul <a href="https://www.gcube.ro/2020/08/20/key-differences-of-amortization-vs-depreciation/">Key Differences of Amortization vs Depreciation: Expenses and Value Calculation</a> apare prima dată în <a href="https://www.gcube.ro">GreenCube</a>.</p>
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