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		<title>Balance Sheet Equation: Assets, Liabilities, Equity &#038; Example</title>
		<link>https://ilsb.com.au/balance-sheet-equation-assets-liabilities-equity-4/</link>
					<comments>https://ilsb.com.au/balance-sheet-equation-assets-liabilities-equity-4/#respond</comments>
		
		<dc:creator><![CDATA[Naser]]></dc:creator>
		<pubDate>Wed, 16 Oct 2024 10:07:44 +0000</pubDate>
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					<description><![CDATA[<p>Revenue and owner contributions are the two primary sources that create equity. If your business has more than one owner, you split your equity among all the owners. Include the value of all investments from any stakeholders in your equity as well. Subtract your total assets from your total liabilities to calculate your business equity. [&#8230;]</p>
<p>The post <a rel="nofollow" href="https://ilsb.com.au/balance-sheet-equation-assets-liabilities-equity-4/">Balance Sheet Equation: Assets, Liabilities, Equity &#038; Example</a> appeared first on <a rel="nofollow" href="https://ilsb.com.au">Intelligent living Space</a>.</p>
]]></description>
										<content:encoded><![CDATA[<p>Revenue and owner contributions are the two primary sources that create equity. If your business has more than one owner, you split your equity among all the owners. Include the value of all investments from any stakeholders in your equity as well. Subtract your total assets from your total liabilities to calculate your business equity. But, that does not mean you have to be an accountant to understand the basics. Part of the basics is looking at how you pay for your assets—financed with debt or paid for with capital.</p>
<div style='text-align:center'><iframe width='562' height='317' src='https://www.youtube.com/embed/57LKMW6mIok' frameborder='0' alt='liabilities plus equity equals assets' allowfullscreen></iframe></div>
<p>Adjustments, such as depreciation, amortization, and bad debt write-offs, can also impact the accounting equation. For example, when a company records depreciation, it reduces both its assets (PPE) and its owner&#8217;s equity (retained earnings) while keeping the accounting equation balanced. Every business transaction affects the accounting equation, either by increasing or decreasing its components.</p>
<h2>What is the Accounting Equation? Explaining Assets = Liabilities + Equity</h2>
<p>Using accounts payable automation software can streamline invoice processing and payments, reducing errors and improving efficiency. Now coming to what is an asset and a liability to rightly determine where account payable falls. <a href="https://kelleysbookkeeping.com/appraisal-value-vs-market-value/">appraisal value vs market value</a> Knowing what assets a company has helps investors and analysts see how liquid, efficient, and likely to grow it is. Accountingo.org aims to provide the best accounting and finance education for students, professionals, teachers, and business owners.</p>
<h2>What Are the Key Components in the Accounting Equation?</h2>
<p>Understanding both current and long-term liabilities helps stakeholders assess a company’s financial health through the accounting equation. Proper management of these obligations is essential as it ensures that a company can continue operations, meet financial commitments, and ultimately achieve its long-term goals. By analyzing changes in the components of the accounting equation over time, stakeholders can gain insight into a company’s financial position and performance.</p>
<h2>The Accounting Equation: Definition and Components</h2>
<ul>
<li>A credit in contrast refers to a decrease in an asset or an increase in a liability or shareholders’ equity.</li>
<li>Calculation of Balance sheet, i.e., Total asset of a company will sum of liability and equity.</li>
<li>The U.S. Treasury Department and the Federal Reserve keep an eye on companies’ debts.</li>
<li>In this example, we will see how this accounting equation will transform once we consider the effects of transactions from the first month of Laura’s business.</li>
<li>It can be defined as the total number of dollars that a company would have left if it liquidated all of its assets and paid off all of its liabilities.</li>
<li>Think of retained earnings as savings, since it represents the total profits that have been saved and put aside (or “retained”) for future use.</li>
</ul>
<p>It’s vital for businesses to manage current liabilities effectively because they affect liquidity. A high ratio of current liabilities to current assets could signal potential cash flow issues, thereby impacting the financial health and operational stability of the company. Yes, the total of all assets is equal to the total of liabilities plus capital. The statement of financial position, also known as a balance sheet, is a financial statement that summarizes a company’s assets, liabilities, and equity. Assets represent the resources owed by a company that can be used to generate value or income.</p>
<p>If an accounting equation does not balance, it means that the accounting transactions are not properly recorded. This is how the accounting equation of Laura’s business looks like after incorporating the effects of all transactions at the end of month 1. In this example, we will see how this accounting equation will transform once we consider the effects of transactions from the first month of Laura’s business. This transaction affects both sides of the accounting equation; both the left and right sides of the equation increase by +$250. For every transaction, both sides of this equation must have an equal net effect. Below are some examples of transactions and how they affect the accounting equation.</p>
<p>Grasping this equation not only provides insight into a company’s financial health but also enables accounting professionals and business owners alike to make informed decisions. Maintaining balance in the accounting equation is crucial for ensuring accurate financial records and preparing reliable financial statements. The principle of double-entry bookkeeping is based on the accounting equation and requires that every transaction be recorded in a way that maintains the balance of the equation.</p>
<p>By looking at the financial ledger, managers can spot areas to improve and use resources better. These include accounts payable, which are what companies owe to suppliers. Other current debts might be short-term loans and bills that haven’t been paid yet.</p>
<h2>How to calculate assets in accounting?</h2>
<p>However, it is important to recognize that the accounting equation has limitations and does not capture all aspects of a company’s financial position. Therefore, maintaining balance in the accounting equation is essential for ensuring accurate financial records and preventing errors and fraud. Overall, maintaining balance in the accounting equation is crucial for ensuring accurate financial records and preparing reliable financial statements. It provides a framework for recording transactions accurately and helps to prevent errors and fraud. The accounting equation is often expressed as an accounting formula and <a href="https://www.quick-bookkeeping.net/a-small-business-guide-to-payroll-management/">a small business guide to payroll management</a> states that the sum of liabilities and equity is always equivalent to the total assets of the organization.</p>
<div style='text-align:center'><iframe width='567' height='312' src='https://www.youtube.com/embed/kijQblPDXCQ' frameborder='0' alt='liabilities plus equity equals assets' allowfullscreen></iframe></div>
<h2>Shareholders’ Equity</h2>
<p>Since they own the company, this amount is intuitively based on the accounting equation—whatever assets are left over after the liabilities have been accounted for must be owned by the owners, by equity. These are listed at the bottom of the balance sheet because the owners are paid back after all liabilities have been paid. Did you know 98% of Fortune 500 companies use the balance sheet equation for accurate financial reports?</p>
<ul>
<li>If you want to calculate the change in the value of anything from its previous values—such as equity, revenue, or even a stock price over a given period of time—the Net Change Formula makes it simple.</li>
<li>In Double-Entry Accounting, there are at least two sides to every financial transaction.</li>
<li>On the right, they have Total Liabilities of $70,000 and Total Equity of $30,000.</li>
<li>Capital, on the oher hand, only refers to a company’s financial assets that are available to spend.</li>
<li>By combining these two equations, businesses can ensure that thir books are balanced and they can accurately report their financial position and performance.</li>
<li>Revenue and owner contributions are the two primary sources that create equity.</li>
<li>These three equations are essential in understanding and analyzing any business’s financial standing.</li>
</ul>
<h2>Importance of the Accounting Equation</h2>
<p>The balance sheet formula states that  the sum of liabilities and owner&#8217;s equity is equal to the company&#8217;s total assets. Below liabilities on the balance sheet, you&#8217;ll find&nbsp;equity, the amount owed to the owners of the company. These are listed on the bottom, because the owners are paid back second, only after all liabilities have been paid. On a more granular level, the fundamentals of financial accounting can shed light on the performance of individual departments, teams, and projects. Whether you’re looking to understand your company’s balance sheet or create one yourself, the information you’ll glean from doing so can help you make better business decisions in the long run. This statement is a great way to analyze a company’s financial position.</p>
<p>In the same fashion our examples section sets out typical double entry bookkeeping transactions and show how each transaction affects the accounting formula. In accounting, the company’s total equity value is the sum of owners equity—the value of the assets contributed by the owner(s)—and the total income that the company earns and retains. Under the umbrella of accounting, liabilities refer to a company’s debts or financially-measurable obligations. The most liquid of all assets, cash, appears on the first line of the balance sheet. Companies will generally disclose what equivalents it includes in the footnotes to the balance sheet. Shareholders’ equity is the total value of the company expressed in dollars.</p>
<p>This info is key for investment choices and predicting future success. Non-profit organizations utilize the accounting equation to track their resources and assess financial health. They must ensure that funding from donations (equity) is effectively allocated among various programmatic assets while managing operational liabilities. In this context, the accounting equation provides clarity on resource allocation and aids in maintaining trust with stakeholders, including donors and beneficiaries. Ultimately, the balancing act represented by the accounting equation is crucial for ensuring that a business is accountable and transparent about its financial position.</p>
<p>The accounting equation states that a company’s total assets are equal to the sum of its liabilities and its shareholders’ equity. If your business uses single-entry accounting, you do not use the balance sheet equation. Well, the accounting equation shows a balance between two sides of your general ledger. Single-entry accounting does not require a balance on both sides of the general ledger. If you use single-entry accounting, you track your assets and liabilities separately. You only enter the transactions once rather than show the impact of the transactions on two or more accounts.</p>
<p>In conclusion, the accounting equation is a fundamental concept in accounting that represents the relationship between a company’s assets, liabilities, and equity. It provides a framework for understanding how a company’s resources are financed and how they are being utilized to generate profits. The famous accounting equation is an equation that expresses the relationship beween a business’s assets, liabilities, and shareholders’ equity. It states that a company’s total assets are equal to the sum of its total liabilities and shareholders’ equity.</p>
<h2>What Is a Liability in the Accounting Equation?</h2>
<p>This misconception may hinder one’s ability to analyze long-term financial sustainability effectively. <a href="https://www.quickbooks-payroll.org/8-3-research-and-development-costs/">8 3 research and development costs</a> Evaluating the accounting equation can provide valuable insights into a company&#8217;s financial health and performance. By analyzing the changes in assets, liabilities, and owner&#8217;s equity over time, stakeholders can identify trends, detect potential issues, and make informed decisions.</p>
<p>The post <a rel="nofollow" href="https://ilsb.com.au/balance-sheet-equation-assets-liabilities-equity-4/">Balance Sheet Equation: Assets, Liabilities, Equity &#038; Example</a> appeared first on <a rel="nofollow" href="https://ilsb.com.au">Intelligent living Space</a>.</p>
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		<title>All You Need to Know About Project Accounting: A Definitive Guide</title>
		<link>https://ilsb.com.au/all-you-need-to-know-about-project-accounting-a/</link>
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		<dc:creator><![CDATA[Naser]]></dc:creator>
		<pubDate>Tue, 17 Sep 2024 12:01:05 +0000</pubDate>
				<category><![CDATA[Bookkeeping]]></category>
		<guid isPermaLink="false">https://ilsb.com.au/?p=3075</guid>

					<description><![CDATA[<p>Here, you realize revenue after everything has been delivered and stakeholders or clients are satisfied. This is mostly found with short-term projects or when an extended warranty is involved. It can also end up as a default method when others, such as the percentage of completion method, fail due to lack of clarity. For example, [&#8230;]</p>
<p>The post <a rel="nofollow" href="https://ilsb.com.au/all-you-need-to-know-about-project-accounting-a/">All You Need to Know About Project Accounting: A Definitive Guide</a> appeared first on <a rel="nofollow" href="https://ilsb.com.au">Intelligent living Space</a>.</p>
]]></description>
										<content:encoded><![CDATA[<p>Here, you realize revenue after everything has been delivered and stakeholders or clients are satisfied. This is mostly found with short-term projects or when an extended warranty is involved. It can also end up as a default method when others, such as the percentage of completion method, fail due to lack of clarity. For example, project accounting cost hierarchies are based on tasks and projects while financial accounting hierarchies are based on departments and cost centers. The method is also useful for a project in which the labor hours are the main cost for completion. For example, the ABC Cleaning Company bid for a contract to prepare a new building for its inhabitants.</p>
<h2>Company</h2>
<p>Team meetings and internal activities all add to the cost of a project, but they don&#8217;t necessarily progress work closer to completion. All in all, the follow-up system for all the invoices can be passed on to the system of Deskera Books and it will look into it for you. You can have access to Deskera&#8217;s ready-made Profit and Loss Statement, Balance Sheet, and other financial reports in an instant.</p>
<h2>Project Accounting Checklist Along the Project Process</h2>
<p>This type of accounting is valuable because it can help you and your stakeholders calculate project profitability. By tracking a project’s costs and potential revenue sources, you can determine whether the deliverables are worth the outcome ahead of time. You can use these granular details to navigate material, labor, and time challenges. Project accounting is similar to keeping track of the finances for every project a company works on. It means knowing how much money was made overall and how much was spent (on supplies or labor, for example).</p>
<ul>
<li>A successful business needs an efficient financing process that meets its specific needs.</li>
<li>For this, however, the contractor must accurately set prices for each unit of items for profits to be derived from them.</li>
<li>This method acknowledges the amount of effort expended or hours worked to date as compared to the total projected effort for the project.</li>
<li>Regularly generating and reviewing reports provides insights into a project’s profitability, cost variances, and financial health.</li>
<li>To simplify this process, organize all project financials into a single source of truth—like a work management platform—so you can focus more on strategic objectives.</li>
<li>Project accounting does not just help with fine-tuning and getting the most out of a single project but has effects on future projects.</li>
<li>It also lets you monitor the costs of materials, labor, and equipment for each individual phase so you can stay on budget and ensure resources are used efficiently.</li>
</ul>
<h2>Choosing the best project-based accounting software</h2>
<ul>
<li>In order to enable accurate reporting and comparison, it&#8217;s crucial that the same revenue recognition method is used consistently across each project, for the whole project duration.</li>
<li>The industry of the organization, circumstances of the project and tax implications all influence which method is best suited for a particular project.</li>
<li>Generally accepted accounting principles (GAAP) require accountants to perform revenue recognition (acknowledging income) consistently and according to an approved methodology.</li>
<li>Revenue recognition refers to when and how revenue from a project should be recognized in your company’s financial statements.</li>
<li>So the most valuable tip is to keep educating yourself about project management and gaining practical knowledge.</li>
</ul>
<p>It deals with consolidated financial statements <a href="https://www.quickbooks-payroll.org/project-accounting/">project accounting</a> reflecting the company’s overall economic performance and health. The project initiation stage for project accountants is where they carry out cost estimates and basic cost analysis on the project in relation to available resources. With project accounting, you know how beneficial the project is to your business. Project accounting shows cost and profit details for every product, contract, task, and process relating to the project while financial accounting reveals overall costs and profit/loss. While project accounting is tied to a single project, financial accounting takes a wider scope of the company’s operations into consideration.</p>
<p>The units-of-delivery method is preferred by the GAAP as it is direct and easily verified. The cost-to-cost method may be used to calculate the revenue for each period the project is broken down into, which could be weeks, months, or years. All these are aimed at identifying areas where financial resources are leaking through and making adjustments to curb these leaks. This is the stage where you create or make all the plans and allocations for the project.</p>
<p>In this article, I’ll give you some best practices that you can use when implementing project accounting in your organization. Unlike traditional accounting that’s planned on a monthly and/or quarterly cadence, project accounting needs to be done in real-time. The top struggles are mainly based on accurate tracking and reporting financial data all while ensuring there are no cost overruns. With general financial accounting, an organization&#8217;s revenues and expenses are reported holistically. This means that the financial impact of individual projects is hard to pinpoint. However, attributing costs and revenue to each individual project allows project managers to easily see how they are progressing.</p>
<h2>Revenue recognition</h2>
<p>Project accountants also ensure that project billing is done correctly and delivered to the clients as well as making sure payments are received. They are often in charge of project reporting and maintaining all relevant income and expenditure for the project while also overseeing project records and contracts to ensure they’re followed. Project accounting and more general financial accounting share many things in common but they’re not the same thing. Yes, they both deal with costs and expenses, but the context and the execution differ enough to make it worth exploring some of those differences. The contractor still must levy an additional fee for getting the material into the building project on time and completed. A subspecialty of project accounting is production accounting, which is what a film or television project uses.</p>
<p>However, implementing project accounting as a standard part of the process can actually help streamline project management. Project-based accounting can be a valuable tool for effective project management by providing a detailed view of project financials and progress. In this guide to project accounting principles, we’ll define project-based accounting and the benefits it can provide to your business. Read from start to finish for a comprehensive understanding of this approach, or use the links below to go to a specific section. Project accounting is a great way to track progress and day-to-day finances for an individual project. Take advantage of that oversight by running frequent reports to monitor financial health and recognize potential issues before they slow you down.</p>
<div style='text-align:center'><iframe width='561' height='311' src='https://www.youtube.com/embed/d8ZeOsk_gNM' frameborder='0' alt='project accounting' allowfullscreen></iframe></div>
<h2>It’s all very time consuming</h2>
<p>A project accountant is responsible for managing project finances, including budgeting, cost tracking, revenue recognition, and financial reporting. Their role involves collaborating with project managers, stakeholders, and finance teams to ensure projects are financially viable and meet organizational objectives. Project accounting is a tailored approach to financial management that tracks and analyzes the costs, revenues, and profitability of individual projects. This method is particularly valuable in industries where success depends on precise budgeting and resource allocation. This vital tool enables project managers and accountants to monitor project expenses, analyze financial performance, and make more informed decisions.</p>
<p>Project accounting is a valuable tool that can help project managers and business owners manage their projects more effectively and make better decisions. Here are the main reasons why you should use project accounting for your next project. One of the main reasons for this is scope creep—the addition of deliverables not included in the pre-set project scope. To keep your scope in check, it’s important to accurately track how each team is spending their time and resources. Playing a role in the administrative phase of project accounting allows you to easily track planned vs. actual cost, profit, and revenue for a clear picture of a project’s progress. Adding project accounting to your workflow can help streamline your project management efforts.</p>
<p>For revenue recognition, accountants use the contract price of the units delivered. For expense recognition, accountants use the costs allocated to the units delivered. Sometimes project accounting has other challenges, such as staff in disparate geographical or functional departments.</p>
<p>The importance of project accounting is clear; cost is one-third of the triple constraint and managing those finances is key to delivering a successful project. Knowing how much you’re spending will help you keep to your budget, therefore, understanding the workflow of your costs is crucial to controlling them. Project accounting is usually done by the project manager and the project accountant, depending on the size of the project and the organization hosting the project. Project accountants are responsible for monitoring the process of the project, tracking variances and approving expenses. Project accounting, as with general accounting, is a method by which project managers can manage project finances. Some software suites for project accounting also include options like customer relationship management (CRM), a module that captures all customer interactions.</p>
<div style='text-align:center'><iframe width='564' height='310' src='https://www.youtube.com/embed/ZgYwor45BvM' frameborder='0' alt='project accounting' allowfullscreen></iframe></div>
<p>The post <a rel="nofollow" href="https://ilsb.com.au/all-you-need-to-know-about-project-accounting-a/">All You Need to Know About Project Accounting: A Definitive Guide</a> appeared first on <a rel="nofollow" href="https://ilsb.com.au">Intelligent living Space</a>.</p>
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		<title>Expenses vs  Expenditures: What They Mean for Your Business</title>
		<link>https://ilsb.com.au/expenses-vs-expenditures-what-they-mean-for-your/</link>
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		<dc:creator><![CDATA[Naser]]></dc:creator>
		<pubDate>Mon, 14 Aug 2023 12:32:46 +0000</pubDate>
				<category><![CDATA[Bookkeeping]]></category>
		<guid isPermaLink="false">https://ilsb.com.au/?p=36305</guid>

					<description><![CDATA[<p>A financial services firm invests $200,000 to develop proprietary trading software, representing a capital expenditure that will generate value for years. Adjusted taxable income also takes into account any other adjustments as provided by the IRS. India’s income tax system requires taxpayers to fulfill their obligations through Advance Tax and Tax Deducted at Source (TDS) [&#8230;]</p>
<p>The post <a rel="nofollow" href="https://ilsb.com.au/expenses-vs-expenditures-what-they-mean-for-your/">Expenses vs  Expenditures: What They Mean for Your Business</a> appeared first on <a rel="nofollow" href="https://ilsb.com.au">Intelligent living Space</a>.</p>
]]></description>
										<content:encoded><![CDATA[<p>A financial services firm invests $200,000 to develop proprietary trading software, representing a capital expenditure that will generate value for years. Adjusted taxable income also takes into account any other adjustments as provided by the IRS. India’s income tax system requires taxpayers to fulfill their obligations through Advance Tax and Tax Deducted at Source (TDS) to ensure&#8230;</p>
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" width="259px" alt="types of expenses"/></p>
<h2>What criteria should be used to determine the accurate categorization of household expenses?</h2>
<p>These purchases aren&#8217;t just costs; they&#8217;re investments that contribute to revenue generation over time and expand your production capacity. Taxpayers in the trade or business of performing services as an employee and certain regulated public utilities are excepted. Taxpayers can deduct business interest, which is interest paid or accrued on indebtedness properly allocable to a trade or business (other than the trade or business of performing services as an employee). An organization must incur administrative costs to maintain its viability. In order to keep their operations running smoothly and effectively, businesses must pay the rent for their parking spaces, office space, and other infrastructure.</p>
<div style='text-align:center'><iframe width='569' height='315' src='https://www.youtube.com/embed/W_T6178gUK8' frameborder='0' alt='types of expenses' allowfullscreen></iframe></div>
<h2>Optimising Your Business with Smart Expense Management</h2>
<p>These assets enhance the company’s capacity to generate revenue over an extended period, typically lasting several years. Subscription-based bookkeeping services are transforming the way businesses manage their finances, offering predictable pricing, scalability, and automation-driven efficiency. Instead of paying hourly or hiring in-house staff, businesses can now access professional bookkeeping on a fixed monthly or annual subscription model.</p>
<h2>How Expenses Are Recorded</h2>
<ul>
<li>India’s income tax system requires taxpayers to fulfill their obligations through Advance Tax and Tax Deducted at Source (TDS) to ensure&#8230;</li>
<li>Peakflo uses AI to speed up vendor statement reconciliation by 20 times.</li>
<li>Payment to owners are treated as a distribution of profits and are subtracted directly from the equity.</li>
<li>Insurance cost is not capitalized in the balance sheet because it is a recurring expense that is necessary to preserve rather than enhance an asset’s usefulness.</li>
<li>It excludes expenses incurred by the entire company for selling and administration, as well as interest charges and losses on unusual goods.</li>
<li>By implementing a strategy, a business can avoid financial discrepancies and maximize profit margins.</li>
</ul>
<p>Understanding the different types of expenses is crucial for effective financial management, budgeting, and tax planning. Expenses are the costs incurred by individuals or businesses in their daily activities. They can be defined as the outflow of cash or other assets to acquire goods, services, or activities that contribute to the functioning of an individual or business. Expenses can be incurred on a regular basis, such as monthly bills, or on a one-time basis, such as a major repair or purchase. In accounting, expenses are recorded as an outflow of cash or a reduction in assets on the balance sheet and are deducted from revenue to calculate profit. In the  world of finance, expenses refer to the costs incurred by a business to generate revenue and maintain its operations.</p>
<h2>Apply the accrual basis:</h2>
<p>The expense is entered as a debit in the relevant expense account and a credit in cash or accounts payable. For example, your company paid its rent for the entire year in advance in January itself. At that time, this amount would be recorded as a prepaid rent asset account. Cost of Goods Sold (COGS) is the costs incurred while acquiring raw materials and then turning them into finished goods. COGS, however, does not include selling and administrative costs as incurred by your whole company, nor does it include interest expense or loss on extraordinary items. To be done effectively, each cost—including direct, indirect, fixed, variable, and semi-variable costs—needs to be examined and assigned to a cost object, such as a particular product or service.</p>
<h2>Match the Expense to the Right Time</h2>
<ul>
<li>The office building has an estimated useful life of 20 years at the end of which it is likely to be sold for $80,000.</li>
<li>Some common examples of fixed expenses include rent, insurance premiums, salaries, and property taxes.</li>
<li>Effectively managing these costs allows hotels to maximize profitability and sustain long-term growth.</li>
<li>For example, the amount of your asset and the capitalization limit of your business.</li>
<li>Examples of expenses include rent, utilities, wages, maintenance, depreciation, insurance, and the cost of goods sold.</li>
<li>The stripped cockpit is protected by roll cage with door bars and houses a single OMP fixed-back bucket seat trimmed in black cloth with JAS Motorsport embroidery on the head restraints.</li>
<li>By maintaining accurate records and being diligent in recording your expenses, you gain insight into your financial habits, allowing you to make better financial decisions and avoid unnecessary expenses.</li>
</ul>
<p>Put simply, SNTs are supposed <a href="https://www.bookkeeping-reviews.com/what-is-an-expense-account-definition-purpose/">types of expenses</a> to pay for &#8220;extra&#8221; things that make life more comfortable, such as vacations, pets, entertainment, home furnishings, assistive technology, therapies not covered by Medicaid, and more. If the money in an SNT is used to pay for basic costs of living, a person’s public benefits might be decreased. The individual who creates the trust can rest assured that the money contributed will be used as outlined in the creation of the trust. Furthermore, benefiting both the beneficiary and the trust creator, assets in the trust cannot be claimed by creditors or in the loss of a lawsuit.</p>
<ul>
<li>Accountants play a critical role in interpreting, classifying, and analyzing financial data for a business.</li>
<li>Regular expenses, on the other hand, reduce taxable income in the current period.</li>
<li>The IRS sets strict regulations on deducting entertainment and meal expenses.</li>
<li>The same is true, of course, for companies that lend money to others for profit, such as banks.</li>
<li>The car features a JAS Motorsport composite body kit, adjustable rear wing, roll cage, 3″ stainless-steel exhaust system, and disc brakes along with cooling system upgrades from their 2021 EVO kit.</li>
<li>Below, we will break down each type, along with simple examples to make them easier to understand.</li>
<li>It’s also important to realize that you don&#8217;t need to choose between an ABLE account and an SNT.</li>
</ul>
<h2>Account Receivable</h2>
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" width="258px" alt="types of expenses"/></p>
<p>Indirect costs are expenses not directly linked to making products or delivering services. In the case of an automaker’s operations, indirect  costs could include rent, insurance, supervisor salaries, and the electricity used to power the plant. In fact, it forms part of operating expenses because it is what is paid by the company to employees as remuneration for their work.</p>
<p>Financial decisions are evaluated through the lens of value stream profitability—examining how each choice impacts the entire chain of value-creating activities within the organization. As the name suggests, semi-variable costs are expenses that are part variable, part fixed. Generally, there is a base cost over which there are further costs based on volume. One thing you need to keep in mind when preparing financial statements of sole traders and partnerships is that the salary of owners is not considered as an expense of the business. Payment to owners are treated as a distribution of profits and are subtracted directly from the equity.</p>
<p>The post <a rel="nofollow" href="https://ilsb.com.au/expenses-vs-expenditures-what-they-mean-for-your/">Expenses vs  Expenditures: What They Mean for Your Business</a> appeared first on <a rel="nofollow" href="https://ilsb.com.au">Intelligent living Space</a>.</p>
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			</item>
		<item>
		<title>The Concept of Opportunity Cost Microeconomics</title>
		<link>https://ilsb.com.au/the-concept-of-opportunity-cost-microeconomics/</link>
					<comments>https://ilsb.com.au/the-concept-of-opportunity-cost-microeconomics/#respond</comments>
		
		<dc:creator><![CDATA[Naser]]></dc:creator>
		<pubDate>Thu, 01 Jun 2023 13:23:04 +0000</pubDate>
				<category><![CDATA[Bookkeeping]]></category>
		<guid isPermaLink="false">https://ilsb.com.au/?p=37977</guid>

					<description><![CDATA[<p>Because of scarcity we all face the dismal reality that there are limits to what we can do. opportunity cost means that something needs to be No matter how productive we become, we can never accomplish and enjoy as much as we would like. Because of scarcity, every time we do one thing we necessarily [&#8230;]</p>
<p>The post <a rel="nofollow" href="https://ilsb.com.au/the-concept-of-opportunity-cost-microeconomics/">The Concept of Opportunity Cost Microeconomics</a> appeared first on <a rel="nofollow" href="https://ilsb.com.au">Intelligent living Space</a>.</p>
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										<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/2021/03/fab8cdf2-9578-4398-b4de-e3a8d03f59ad.jpg" width="254px" alt="opportunity cost means that something needs to be"/></p>
<p>Because of scarcity we all face the dismal reality that there are limits to what we can do. <a href="https://www.bookstime.com/articles/what-is-opportunity-cost">opportunity cost means that something needs to be</a> No matter how productive we become, we can never accomplish and enjoy as much as we would like. Because of scarcity, every time we do one thing we necessarily have to forgo doing something else desirable. So there is an opportunity cost to everything we do, and that cost is expressed in terms of the most valuable alternative that is sacrificed….</p>
<h2>Understanding Opportunity Cost in Economics</h2>
<ul>
<li>Like most people, you may not, so you look for a different way to assess the value.</li>
<li>However, the value of these activities has been lost while you are busy reading this book.</li>
<li>You say to yourself, “Well, what&#8217;s another $1,300 relative to the $200,000 I&#8217;m willing to spend?</li>
<li>Smart businesses always compare opportunity costs to ensure the best return on investment (ROI).</li>
<li>Economists use the term opportunity cost to indicate what must be given up to obtain something that’s desired.</li>
<li>If a business decision is made to go with the securities option, its investment would theoretically gain $2,000 in the first year, $2,200 in the second, and $2,420 in the third.</li>
<li>Intellspot.com is one hub for everyone involved in the data space – from data scientists to marketers and business managers.</li>
</ul>
<p>Imagine that you have been saving some extra money on the side to make some purchases, and on your most recent visit to the video store you come across a special sale on a new video. This video is one with your favorite actor or actress, and your favorite type of movie (such as a comedy, drama, thriller, etc.). This particular video that you are considering is one you have been thinking about buying a long time. You say to yourself, “Well, what&#8217;s another $1,300 relative to the $200,000 I&#8217;m willing to spend? Like most people, you may not, so you look for a different way to assess the value. It is easier in our minds to compare one item to another  or, in this case, the price of the doorknobs to the price of the house.</p>
<div style='text-align:center'><iframe width='564' height='311' src='https://www.youtube.com/embed/wR8UxY5HzDQ' frameborder='0' alt='opportunity cost means that something needs to be' allowfullscreen></iframe></div>
<h2>The Principles of Economics: Understanding the Challenges and Benefits</h2>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2021/04/f9eb3673-08ec-4732-8af8-671b7795619e.jpg" width="258px" alt="opportunity cost means that something needs to be"/></p>
<p>If, for example, they had instead invested half of their money in the stock market and received an average blended return of 5% a year, <a href="https://www.pinterest.com/pin/1129770256522609041/">Law Firm Accounts Receivable Management</a> their portfolio would have been worth more than $1 million. “Jane Galt” describes an article by Jamie Galbraith that, among other things, adds together the Budget cost of the war and the “opportunity cost” of doing something else, such as expanding health care spending. Let’s consider an example to better understand opportunity cost.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2021/06/dfcabb27-fc86-4d78-8926-99d3e0b57220.jpg" width="256px" alt="opportunity cost means that something needs to be"/></p>
<h2>Advanced Resources</h2>
<p>Room and board would not be a cost since one must eat and live whether <a href="https://www.google.com/search?q=normal+balance">normal balance</a> one is working or at school. Room and board are a cost of an education only insofar as they are expenses that are only incurred in the process of being a student. Similarly, the expenditures on activities that are precluded by being a student—such as hang-gliding lessons, or a trip to Europe—represent savings. However, the value of these activities has been lost while you are busy reading this book. Opportunity costs come into play with every financial decision you make.</p>
<h2>The Economic Problem of Scarcity</h2>
<p>We have to choose between the different uses to which they may be put. … Everywhere we turn, if we  choose one thing we must relinquish others which, in different circumstances, we would wish not to have relinquished. Scarcity of means to satisfy given ends is an almost ubiquitous condition of human nature. Lost time can be a significant component of opportunity cost. We can increase both goods and services without any opportunity cost.</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/CCR-300x300.png" width="250px" alt="opportunity cost means that something needs to be"/></p>
<h2>Understanding Price Controls: A Comprehensive Guide to the Principles of Economics</h2>
<ul>
<li>The PPF shows all the possible combinations of Pizza and Robots that the country can produce with its available resources.</li>
<li>Opportunity cost represents the potential benefits that a business, an investor, or an individual consumer misses out on when choosing one alternative over another.</li>
<li>If there is no opportunity cost in consuming a good, we can term it a free good.</li>
<li>Version 1 of the survey included Option A as it is shown below, and Option B as just “Not buy this entertaining video”—implying that since they were not buying it, they kept the money for other purchases.</li>
<li>Opportunity cost is often overshadowed by what are known as sunk costs.</li>
</ul>
<p>He can use that time to gather bananas or trade that time to catch fish, and the cost of that trade is 1 fish per banana. Economics is all about how individuals, businesses, and governments allocate scarce resources. Since resources are limited, every decision comes with an opportunity cost—what we sacrifice by choosing one option over another. In some cases, recognizing&nbsp;the opportunity cost can alter personal behavior. Imagine, for example, that you spend $8 on lunch every day at work. However, if you project what that adds up to in a year—250 workdays a year × $5 per day equals $1,250—it’s the cost, perhaps, of a decent vacation.</p>
<h2>Opportunity Cost Video</h2>
<ul>
<li>A production possibility frontier shows the maximum combination of factors that can be produced.</li>
<li>The sunk cost for the company equates to the $5,000 that was spent on the market and advertising means.</li>
<li>Some insight into this question can be gleaned by thinking about risks.</li>
<li>By contrast, implicit costs are technically not incurred and cannot be measured accurately for accounting purposes.</li>
<li>If you don’t have the actual rate of return, you can weigh the investment’s expected return.</li>
</ul>
<p>The theory of comparative advantage states that countries should specialise in producing goods where they have a lower opportunity cost. See this interesting survey which shows people have very different responses when they understand the opportunity cost involved in a tax cut. If you enter the workforce at 16 without qualifications you start earning money straight away.</p>
<h2>Bankrate logo</h2>
<p>Meanwhile, to make 30 tonnes of tea, Country B needs to sacrifice the production of 100 tonnes of wool, so for each tonne of tea, 3.3 tonnes of wool is forgone. In this case, Country A has a comparative advantage over Country B for the production of tea because it has a lower opportunity cost. Consider a young investor who decides to put $5,000 into bonds each year and dutifully does so for 50 years. Assuming an average annual return of 2.5%, their portfolio at the end of that time would be worth nearly $500,000. Although this result might seem impressive, it is less so when you consider the investor&#8217;s opportunity cost.</p>
<p>In contrast, opportunity cost focuses on the potential for lower returns from a chosen investment compared to a different investment that was not chosen. In the investing world, investors often use a hurdle rate to think about the opportunity cost of any given investment choice. If a potential investment doesn’t meet their hurdle rate, then investors won’t make the investment. So the hurdle rate acts as a gauge of their opportunity cost for making an investment. Because everything is limited, every decision we make has a cost – the opportunity cost.</p>
<p>The post <a rel="nofollow" href="https://ilsb.com.au/the-concept-of-opportunity-cost-microeconomics/">The Concept of Opportunity Cost Microeconomics</a> appeared first on <a rel="nofollow" href="https://ilsb.com.au">Intelligent living Space</a>.</p>
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		<title>Small Business Accounting Services in Miami, FL</title>
		<link>https://ilsb.com.au/small-business-accounting-services-in-miami-fl/</link>
					<comments>https://ilsb.com.au/small-business-accounting-services-in-miami-fl/#respond</comments>
		
		<dc:creator><![CDATA[Naser]]></dc:creator>
		<pubDate>Wed, 15 Feb 2023 13:09:11 +0000</pubDate>
				<category><![CDATA[Bookkeeping]]></category>
		<guid isPermaLink="false">https://ilsb.com.au/?p=10653</guid>

					<description><![CDATA[<p>We can work with your existing software or provide guidance on new platforms. My husband and I have been running our family business for over 30 years, and we were skeptical about outsourcing our bookkeeping. However, after our initial consultation with Bookkeeping Services Miami, we knew we were in good hands. They have become an [&#8230;]</p>
<p>The post <a rel="nofollow" href="https://ilsb.com.au/small-business-accounting-services-in-miami-fl/">Small Business Accounting Services in Miami, FL</a> appeared first on <a rel="nofollow" href="https://ilsb.com.au">Intelligent living Space</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/2021/04/5b13140c-ff1c-4d5c-8900-8138fddf7d3f.jpg" width="254px" alt="bookkeeping miami"/></p>
<p>We can work with your existing software or provide guidance on new platforms. My husband and I have been running our family business for over 30 years, and we were skeptical about outsourcing our bookkeeping. However, after our initial consultation with Bookkeeping Services Miami, we knew we were in good hands. They have become an extension of our team, and we trust them implicitly with our financial records. As a small business owner, I was drowning in paperwork and struggling to keep up with my books.</p>
<h2>What qualifications do your bookkeepers have?</h2>
<ul>
<li>Entrepreneurs face challenges such as time constraints and lack of expertise, making proper bookkeeping an essential aspect of their operations.</li>
<li>Adhering to tax compliance requirements heavily relies on meticulous bookkeeping.</li>
<li>In today’s competitive business landscape, the importance of meticulous bookkeeping cannot be overstated.</li>
<li>We conduct regular reviews and audits of financial statements to identify and correct any discrepancies, ensuring that your financial information is accurate and reliable.</li>
<li>I can&#8217;t thank them enough for their exceptional service and support.</li>
</ul>
<p>Provide higher-level accounting guidance to the Xendoo Accounting team. No more mad dash to get organized for income tax day, or filing extensions when you fall behind. Plus, we’ll keep you in compliance with sales tax regulations in Miami and Florida. Every service to save you money at tax time, with access to a CPA all year. For fast-growing businesses seeking compliance and growth with professional help. Is proud to offer&nbsp; monthly national/international accounting and finance services at affordable prices for small and medium-sized businesses.</p>
<ul>
<li>Their expertise ensures accurate financial records, timely reporting, and compliance with tax regulations, enabling entrepreneurs to focus on growing their businesses without financial stress.</li>
<li>Miami’s vibrant business scene is thriving, with over 50,000 small businesses contributing significantly to the local economy.</li>
<li>With their expertise, you can ensure your business meets all requirements effortlessly, allowing you to focus on other aspects of your business.</li>
<li>Since our inception in 2006, our mission as an accounting firm has been to drive business success through innovative accounting solutions.</li>
<li>Get the operational, control, and tax compliance perspectives that all small business needs today.</li>
</ul>
<h2>Real Estate Professional</h2>
<p>Studies show that businesses that invest in professional bookkeeping services see a 30% increase in financial accuracy and efficiency. While some competitors offer basic services, Ridgewise delivers personalized attention and expertise tailored to your unique needs. Recognizing the diverse challenges and opportunities within various ever-changing industries,  we offer specialized bookkeeping services in Miami, FL, tailored to meet your specific needs. When choosing a bookkeeping service in Miami, consider factors such as experience, expertise with accounting software, and customer reviews.</p>
<h2>Management Company</h2>
<p>Local laws often demand meticulous record-keeping for tax purposes, further highlighting the importance of accurate accounts. Entrepreneurs face challenges such as time constraints and lack of expertise, making proper bookkeeping an essential aspect of their operations. Effective accounts payable and receivable management is key to healthy <a href="https://en.wikipedia.org/wiki/QuickBooks">QuickBooks</a> cash flow and financial stability. Our bookkeepers are certified through nationally recognized programs like Certified Public Bookkeeper (CPB) or Certified Bookkeeper (CB). They have expertise in accounting principles, bookkeeping software, payroll, and tax compliance.</p>
<h2>services</h2>
<div style='text-align:center'><iframe width='562' height='319' src='https://www.youtube.com/embed/ln1m4K554Rs' frameborder='0' alt='bookkeeping miami' allowfullscreen></iframe></div>
<p>Choose wisely and invest in a bookkeeping service that understands your unique needs and helps you achieve your business goals. With Ridgewise, you can rest assured that your financial management is in capable hands. Identify specific bookkeeping needs based on your business size and industry. Consider the volume of transactions, whether you require payroll services, or need help with tax preparation. Prioritize services that align directly with your operational requirements. Ridgewise delivers cloud-based bookkeeping solutions to cater to your need for instant access to financial information.</p>
<h2>How can I get started with Digital Tax Group’s bookkeeping services?</h2>
<p>Cloud-based bookkeeping <a href="https://www.bookstime.com/articles/bookkeeping-miami">bookkeeping services miami</a> solutions provide businesses with the flexibility to access financial data from anywhere at any time. This method improves collaboration, as multiple users can work on financial documents simultaneously. Cloud-based solutions often feature integrated tools for invoicing, expense tracking, and financial reporting, which simplifies the overall process. These services are vital for maintaining operational efficiency and protecting your business against potential penalties.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2021/03/shutterstock_672267400.jpg" width="253px" alt="bookkeeping miami"/></p>
<p>They took the time to understand my business and streamline my financial processes, allowing me to focus on what I love–growing my company. I can&#8217;t thank them enough for their exceptional service and support. Let our experienced team of accountantshelp you with all of your bookkeeping and financial management needs.</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/acuity-300x153.png" width="257px" alt="bookkeeping miami"/></p>
<p>Reducing errors <a href="https://www.pinterest.com/pin/1129770256523996754/">Legal E-Billing</a> in financial statements is critical for making sound business decisions. Professional bookkeepers ensure that all transactions are recorded accurately, and financial statements are prepared correctly. Running a business in Miami, FL, is exciting and rewarding, but it also comes with its challenges. One of the most crucial aspects of maintaining a successful business is ensuring your financial records are accurate and up to date. Whether you’re a small business owner or managing a larger enterprise, having a reliable bookkeeper can make all the difference in your financial health and compliance. Yes, bookkeeping services are essential for tax preparation and filing.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2021/10/872f22cb-6f25-4b0d-8d25-bb8459f749d0-300x200.jpg" width="254px" alt="bookkeeping miami"/></p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2021/08/751122e1a8.jpg" width="254px" alt="bookkeeping miami"/></p>
<p>Bookkeeping is primarily about maintaining accurate records, while accounting, including financial reporting, involves analyzing and interpreting these records to make informed business decisions. In today’s competitive business landscape, the importance of meticulous bookkeeping  cannot be overstated. It lays the foundation for sound financial health, compliance, and strategic decision-making.</p>
<p>The post <a rel="nofollow" href="https://ilsb.com.au/small-business-accounting-services-in-miami-fl/">Small Business Accounting Services in Miami, FL</a> appeared first on <a rel="nofollow" href="https://ilsb.com.au">Intelligent living Space</a>.</p>
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		<title>Outsource Bookkeeping for Coffee Shop</title>
		<link>https://ilsb.com.au/outsource-bookkeeping-for-coffee-shop/</link>
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		<dc:creator><![CDATA[Naser]]></dc:creator>
		<pubDate>Wed, 22 Dec 2021 18:49:06 +0000</pubDate>
				<category><![CDATA[Bookkeeping]]></category>
		<guid isPermaLink="false">https://ilsb.com.au/?p=19670</guid>

					<description><![CDATA[<p>You can also manage discounts, coupons, payment methods, and card types within QuickBooks, making financial tracking more efficient and organized. You can choose how Etsy orders should be categorized—as sales receipts, sales orders, invoices, or estimates—based on your bookkeeping preferences. To get started, sign up for a Webgility account and select Etsy as your sales [&#8230;]</p>
<p>The post <a rel="nofollow" href="https://ilsb.com.au/outsource-bookkeeping-for-coffee-shop/">Outsource Bookkeeping for Coffee Shop</a> appeared first on <a rel="nofollow" href="https://ilsb.com.au">Intelligent living Space</a>.</p>
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										<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/2021/07/shutterstock_1655881954-300x200.jpg" width="253px" alt="Bookkeeper and Accounting for Coffee Shops"/></p>
<p>You can also manage discounts, coupons, payment methods, and card types within QuickBooks, making financial tracking more efficient and organized. You can choose how Etsy orders should be categorized—as sales receipts, sales orders, invoices, or estimates—based on your bookkeeping preferences. To get started, sign up for a Webgility account and select Etsy as your sales channel.</p>
<h2>Essential Financial Statements</h2>
<p>I can manage invoicing and expense tracking along with automation features for only $20/month without extra unnecessary features. The company&#8217;s customer service team answers phone calls when customers reach out. However, Wave will likely fall short for more complex small businesses, especially those planning to scale. It does not offer time, project, or inventory tracking, and its automatic transaction data requires a bit of manual maintenance to keep it accurate. At the end of a busy day, all you really want to do is put your feet up and relax, but collecting revenue from your POS and daily cash reconciliations can be a real pain.</p>
<ul>
<li>Beyond mere oversight, our professionals actively contribute to optimizing your business performance.</li>
<li>This meticulous approach prevents costly errors and facilitates informed decision-making, empowering you to navigate the challenges of the coffee shop business with financial clarity.</li>
<li>The result is a smoother, more confident operation and an enhanced ability to keep your business in the black.</li>
<li>Start by registering your business and using the government’s license finder tool to see if you’ll need one.</li>
<li>BAS is generally required to be filed quarterly by various businesses.</li>
</ul>
<h2>Coffee Shop Business Accounting &amp; Bookkeeping</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/full-time-equivalent-1.jpg" width="255px" alt="Bookkeeper and Accounting for Coffee Shops"/></p>
<p>Lost Sheep’s accountant sends management accounts every month, allowing Wilson to make changes quickly when needed. Wilson says the chief benefit of using an accountant is in saving him time. But they also make the business as tax efficient as possible, for example, nailing down VAT rebates to minimise VAT bills each quarter. “Now I can do many more useful things such as sending them pictures of receipts <a href="https://www.businessnewsdaily.com/16205-gross-vs-net-revenue.html">gross vs net</a> and raising invoices through the accounting software. Accrual accounting lines up transactions with when you earn them; cash accounting focuses on when  they are actually paid.</p>
<h2>Catch Up Bookkeeping</h2>
<div style='text-align:center'><iframe width='565' height='317' src='https://www.youtube.com/embed/K3XRXbwtcsc' frameborder='0' alt='Bookkeeper and Accounting for Coffee Shops' allowfullscreen></iframe></div>
<p>Food and Beverage business ownership is all about serving good food and drinks, and great experiences. But behind the scenes, you have to closely monitor expenses and margins, assess your prime cost, and continuously operate <a href="https://www.bookstime.com/articles/coffee-shop-accounting">coffee shop accounting</a> efficiently. Let Enkel handle your monthly cash flow, balance sheet and income statements to give you the insights you need to run the most profitable business possible.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2021/03/12a072c1-6619-4397-b0f0-7ef88abcf805-300x200.jpg" width="254px" alt="Bookkeeper and Accounting for Coffee Shops"/></p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2019/09/How-To-Cope-After-Your-Business-Declares-Bankruptcy.jpg" width="254px" alt="Bookkeeper and Accounting for Coffee Shops"/></p>
<p>On top of that, you can even use the app to pay VAT tax through HMRC’s Making Tax Digital (MTD) service. Recording expenses on the go will reduce your chances of making mistakes and save you loads of time over the year. Doing this can take a lot of time and effort, but it’s a lot easier with the Countingup app. Similarly, you should clearly track expenditures by logically filing invoices and receipts.</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/bookkeeper-1200x651-min-300x200.jpg" width="250px" alt="Bookkeeper and Accounting for Coffee Shops"/></p>
<p>Instead of manually recording data yourself, the Countingup app <a href="https://www.facebook.com/BooksTimeInc/posts/pfbid025Y3jFrrSb52wMm3YejSMSquaPEVXBcexH3fcWHLHwSe9uGsaxBZYavmqCXBdtPJcl">Coffee Shop Accounting</a> can automatically generate profit and loss statements based on your monthly income and outgoings. One of the main reasons good bookkeeping is important is to keep track of your cash flow. The Countingup app’s automatic expense categorisation and receipt capture tool make it simple to keep an accurate, digital record of your business  expenses.</p>
<p>The post <a rel="nofollow" href="https://ilsb.com.au/outsource-bookkeeping-for-coffee-shop/">Outsource Bookkeeping for Coffee Shop</a> appeared first on <a rel="nofollow" href="https://ilsb.com.au">Intelligent living Space</a>.</p>
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		<title>What is Cash Flow Management? Definition, Strategies, and Examples</title>
		<link>https://ilsb.com.au/what-is-cash-flow-management-definition-strategies/</link>
					<comments>https://ilsb.com.au/what-is-cash-flow-management-definition-strategies/#respond</comments>
		
		<dc:creator><![CDATA[Naser]]></dc:creator>
		<pubDate>Thu, 25 Nov 2021 16:56:15 +0000</pubDate>
				<category><![CDATA[Bookkeeping]]></category>
		<guid isPermaLink="false">https://ilsb.com.au/?p=2825</guid>

					<description><![CDATA[<p>New and growing businesses often don’t have a buffer of extra cash to get them through shortfalls, because they’re always reinvesting. Years with the most significant growth—including the first few years of a business’s lifespan—are also challenging when it comes to cash flow. (3) All the cash you plan to pay out that month, broken [&#8230;]</p>
<p>The post <a rel="nofollow" href="https://ilsb.com.au/what-is-cash-flow-management-definition-strategies/">What is Cash Flow Management? Definition, Strategies, and Examples</a> appeared first on <a rel="nofollow" href="https://ilsb.com.au">Intelligent living Space</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/2021/09/shutterstock_350381525-300x267.jpg" width="252px" alt="business cash flow management"/></p>
<p>New and growing businesses often don’t have a buffer of extra cash to get them through shortfalls, because they’re always reinvesting. Years with the most significant growth—including the first few years of a business’s lifespan—are also challenging when it comes to cash flow. (3) All the cash you plan to pay out that month, broken out by category such as gross wages, operating expenses, manufacturing expenses, loan payments, etc.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2020/05/bk921.png" width="256px" alt="business cash flow management"/></p>
<h2>Short-Term Financing Options</h2>
<p>Using this method, cash flow is calculated through modifying the net income by adding or subtracting differences that result from non-cash transactions. This is done in order to  come up with an accurate cash inflow or outflow. It can be considered as a cash version of the net income of a company since it starts with the net income or loss, then adds or subtracts from that amount to produce a net cash flow figure. For an investment company or a trading portfolio, equity instruments or receipts for the sale of debt and loans are also included because it is counted as a business activity. Changing market conditions, evolving consumer preferences, or new competitors can impact a company&#8217;s cash flow in ways not reflected in past data. Examine the overall net change in cash to identify any liquidity <a href="https://www.businessnewsdaily.com/16205-gross-vs-net-revenue.html">gross vs net</a> issues or potential financial difficulties.</p>
<ul>
<li>Businesses often spend money on stuff that isn’t “mission critical.” Try to only spend on items that help achieve your top priorities.</li>
<li>However, the cash flow statement also has a few limitations, such as its inability to compare similar industries and its lack of focus on profitability.</li>
<li>You can leverage various tools and technologies to streamline business cash flow management processes.</li>
<li>Bank, 82% of companies experience failure within their first 18 months of operation mainly due to poor cash management.</li>
</ul>
<h2>Creditworthiness Assessment</h2>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2021/11/932cdd09-9c7c-444c-8c14-96c2f513f137-scaled-1-400x300.jpg" width="250px" alt="business cash flow management"/></p>
<p>Also, if handling cash flow is effective, it’s also capable of controlling emergencies in areas like equipment breakdowns or fluctuations in market trends. A thriving company can experience monetary <a href="https://www.pinterest.com/pin/1129770256524506369/">HVAC Bookkeeping</a> loss casualties that stem from poor cash flow management  plans. Did you know that even the firms that generate sufficient profits can also face certain problems if their cash flow isn’t controlled? Bank, 82% of companies experience failure within their first 18 months of operation mainly due to poor cash management. This shows why it’s essential to control cash to enable a business to go on with its operations as required. Timely and accurate invoicing is crucial for maintaining a healthy cash flow.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2021/10/f031b223-5408-411f-a7ca-a4bd33206d6f-300x212.jpg" width="258px" alt="business cash flow management"/></p>
<h2>Cash Flow to Debt Ratio</h2>
<p>This involves predicting the amount of cash that will come in and out of your business in the next month, quarter, or year. Focus on total cash control, which is internal control of cash, cash-related policies, and cash flow management. If the time between your increased cash outlay and increased sales is too long, there could <a href="https://www.bookstime.com/blog/cash-flow-management-for-small-business">cash flow management strategies for small business</a> be issues with future cash flow. For additional security, many companies will turn to escrow services. In this manner, a business can ensure payments aren’t delayed, especially with expensive or time-consuming projects.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2022/02/d8ebe162-9747-44d4-88b2-e0e16b4092cb-300x200.jpg" width="257px" alt="business cash flow management"/></p>
<h2>Prepare to pay super</h2>
<ul>
<li>New and growing businesses often don’t have a buffer of extra cash to get them through shortfalls, because they’re always reinvesting.</li>
<li>In a nutshell, effective cash flow management means having the right amount of money in the right places at the right times.</li>
<li>In the early days of her social enterprise, Monisha Bajaj and her team were working on many initiatives while trying to conserve cash.</li>
<li>If the business also invoices another client $50 for additional services, the total in accounts receivable would be $550 until both payments are collected.</li>
<li>Regularly review and update cash flow forecasts to account for changes in the business environment, such as fluctuating market conditions, evolving customer demands, or unexpected expenses.</li>
<li>Additionally, you should prepare thorough cash flow forecasting once per month or whenever necessary.</li>
</ul>
<p>Business growth typically involves higher labor costs, additional space, more capital investment for equipment, and so on. Maintaining increasing levels of inventory can also eat into your cash flow. Positive cash flow reveals that more cash is coming into the company than going out. This is a good sign as it tells that the company is able to pay off its debts and obligations. Negative cash flow typically shows that more cash is leaving the company than coming in, which can be a reason for concern as the company may not be able to meet its financial obligations in the future. However, this could also mean that a company is investing or expanding which requires it to spend some of its funds.</p>
<ul>
<li>This means invoicing promptly, offering multiple payment methods, and following up on late payments.</li>
<li>This can help make managing your cash flow easier and take pressure off your top line.</li>
<li>Mark J. Kane, Founder and CEO of Sunwise Capital, is an entrepreneur with over 16 years of experience in business financing.</li>
<li>By knowing how much money you need to bring in each month, you can better plan for expenses and manage your finances accordingly.</li>
<li>Furthermore, establishing strong relationships with your clients can foster a sense of mutual respect and understanding when it comes to payment deadlines.</li>
</ul>
<h2>Ask a Financial Professional Any Question</h2>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2022/03/3bae282d-1cfb-4ea7-8964-f42a09d7c4ef-1024x683.jpeg" width="253px" alt="business cash flow management"/></p>
<p>While post-pandemic interest rate hikes have generally reduced inflation, specific goods and services remain costly. Managing cash flow is difficult and time-consuming when your budgeting, accounting, and financial reporting lives in spreadsheets that need to be updated manually. Keep accurate and up-to-date books, make estimated tax payments, and file your tax returns on time. Monitor any tax obligations, including sales, excise, and payroll tax, to avoid penalties and fines. Inventory management tools can help you track inventory levels in real time, alert you when supplies are running low, and even automate orders.</p>
<h2>Company Announcements</h2>
<ul>
<li>Flexible financing can offer a lifeline when you need a boost, but you must be smart about it.</li>
<li>Make it easy for people to pay you — and for you to bill customers — by using invoicing software like FreshBooks, Zoho Invoice, Vcita, or QuickBooks.</li>
<li>Of course, this will vary widely depending on your business – perhaps your product is handmade jewelry, perhaps its reconditioned air conditioners.</li>
<li>If you need help with your small business cash flow, the following tips can help you do a better job and keep your business on track.</li>
</ul>
<p>If you’ve ever found yourself scrambling to keep up with payments and expenses, you&#8217;re not alone. According to a study by Wave, most business owners have less than $5,000 in free cash flow available — that’s the cash balance on hand for emergencies and investments after all your bills are paid. If used appropriately, credit can be a very good tool in managing cash flow problems, as this allows business entities to acquire goods and services during periods of tight funds. In this way, companies can cover the necessary expenses while waiting for sufficient incoming revenue. So credit offers flexibility in maintaining smooth operations without immediate cash outflow.</p>
<p>The post <a rel="nofollow" href="https://ilsb.com.au/what-is-cash-flow-management-definition-strategies/">What is Cash Flow Management? Definition, Strategies, and Examples</a> appeared first on <a rel="nofollow" href="https://ilsb.com.au">Intelligent living Space</a>.</p>
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