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Standard Chart Of Accounts

Standard Chart Of Accounts

December 1, 2021
Bill Kimball
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" alt="chart of accounts example" class="wp-post-image" style="display: block;margin-left:auto;margin-right:auto;" width="388" height="582" /></p> <p>Money is flowing out of your business, and in exchange, you&#8217;re gaining new equipment. The average small business shouldn&#8217;t have to exceed this limit if it sets up its accounts efficiently.</p> <div> <div> <h3>Can I make my own chart of accounts?</h3> </div> <div> <div> <p>To make a chart of accounts, you&#8217;ll need to first create account categories relevant to your business, and then assign a four-digit numbering system to the accounts you create. While making a chart of accounts can be time consuming, it&#8217;s an important tool for understanding the financial health of your business.</p> </div> </div> </div> <p>In addition, QuickBooks Online offers good reporting options, including standard financial statements and reports designed for your accountant or CPA. It will be different for each business type, with a manufacturing company using a different chart of accounts than a service business or a nonprofit organization. The chart of accounts lists all the accounts found in your general ledger, including both temporary and permanent accounts. It’s necessary to properly manage the financial transactions that your business makes. Take note that the chart of accounts of one company may not be suitable for another company. It all depends upon the company&#8217;s needs, nature of operations, size, etc.</p> <h2>What Is A Chart Of Accounts &amp; Is It Important?</h2> <p>Unfortunately, using a pre-fabricated chart of accounts is like trying to build a dream house on a one-size-fits-all concrete foundation. The house would end up very different from the dream, and not be very functional. Accounting teams tend to focus on doing things the “right way” rather than asking the readers of the financial statements what they want to see. That is the equivalent of building a house for someone without asking how they want it built. In order to keep the number of accounts down to a manageable level, you may periodically review the list and close any accounts that are not fully utilized. The chart of accounts is as large and complex as the entity itself. Instead, each entity has the flexibility to customize its accounts chart to fit the specific individual needs of the business.</p> <ul> <li>On the other hand, large businesses typically use four-digit numbers (e.g., 1000).</li> <li>It doesn’t include any other information about each account like balances, debits, and credits like atrial balancedoes.</li> <li>For many business owners, it’s knowing how to set up a chart of accounts.</li> <li>The accounts in the income statement comprise revenues and expenses, and these accounts are also broken down further into sub-categories.</li> <li>It is used to organize finances and give interested parties, such as investors and shareholders, a clearer insight into a company’s financial health.</li> <li>If used by a consolidated entity, it also includes separate classifications for intercompany transactions and balances.</li> </ul> <p>Funds received as gifts must be forwarded to the University Advancement Office for processing. Funds received from grant agencies must be forwarded to Controller&#8217;s Office for processing. Funds other than gifts and grants are processed by the department or reporting unit. The department, reporting unit or activity manager must assign a seventeen-digit code to these receipts and forward them to the Controller&#8217;s Office for further processing.</p> <h2>International Aspects And Accounting Information Interchange</h2> <p>When deciding which accounts to include, think carefully about the type of business you run and the common assets and expenses you have. Only include information you actually need and account names that make sense to you . Doing the hard work of setting your accounts up correctly makes calculating margin by product or service line easy.</p> <p>The best way for you or your bookkeeper to manage your chart of accounts is by using accounting software tailored for your business type. If you’re interested in a better accounting software solution for your business, check out The Blueprint’s accounting software reviews. Every chart of accounts is structured this way, though you can add additional accounts or sub-accounts to better track transactions specific to your business type.</p> <h2>Maximize The Functionality Of Your Accounting Software</h2> <p>Each account in the chart of accounts is typically assigned a name. Accounts may also be assigned a unique account number by which the account can be identified. Account numbers may be structured to suit the needs of an organization, such as digit/s representing a division of the company, a department, the type of account, etc. The first digit might, for example, signify the type of account (asset, liability, etc.). In accounting software, using the account number may be a more rapid way to post to an account, and allows accounts to be presented in numeric order rather than alphabetic order. A chart of accounts is a list of accounts available for recording transactions in a company’s general ledger. Think of it as the filing cabinet for your small business’s accounting system.</p> <p><img 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" alt="chart of accounts example" class="aligncenter" style="display: block;margin-left:auto;margin-right:auto;" width="354" height="457" /></p> <p>This helps keep track of money coming in and out of the company, especially when it’s time to file taxes. The general ledger is used to track the financial transactions of the business. However, the two are similar in that the general ledger uses the same account names and numbers as listed in the chart of accounts. The chart of accounts is a financial organization tool that lists every account in your accounting system – accounts are the ‘buckets’ where you put every business transaction. Initially, a company needs to decide the structure of its COA, the account types and the numbering pattern. If the firm wants to include all the expenses to provide a complete understanding of where it is spending the finances, it can customize its COA. However, the chart should be in line with the standard accounting norms.</p> <p>Plant and machinery, land and buildings, furniture, computers, copyright, and vehicles are all examples. If you are struggling to figure out an optimal chart of accounts for your business, <a href="https://www.bookstime.com/articles/chart-of-accounts">chart of accounts example</a> Pilot is here to help. It’s technically okay to have your pants, socks, and shirts all jumbled together in one big dresser drawer, but it would be a nightmare to find anything.</p> <h2>At Least Two Accounts For Every Transaction</h2> <p>In a chart of accounts, there are primarily 2 accounts which are further divided into sub-accounts, in groups. There are a couple of ways you can successfully use your chart of accounts.</p> <p>Some of the components of the owner’s equity accounts include common stock, preferred stock, and retained earnings. The numbering system of the owner’s equity account for a large company can continue from the liability accounts and start from 3000 to 3999. Regardless of your chart of accounts numbering, make sure it makes sense to you. The purpose of the numbers is to make recording transactions easier. Some small business owners use a combination of letters and numbers (e.g., A100). Now that you know chart of accounts definition, it’s time to see how it works. The sub-accounts are then categorized in the five main accounts (e.g., asset account).</p> <h2>Cash Flow Statements: Reviewing Cash Flow From Operations</h2> <p>This post is to be used for informational purposes only and does not constitute legal, business, or tax advice. Each person should consult his or her own attorney, business advisor, or tax advisor with respect to matters referenced in this post. Bench assumes no liability for actions taken in reliance upon the information contained herein. She would then make an adjusting entry to move all of the plaster expenses she already had recorded in the “Lab Supplies” expenses account into the new “Plaster” expenses account. Instead of recording it in the “Lab Supplies” expenses account, Doris might decide to create a new account for the plaster. Expense accounts are all of the money and resources you spend in the process of generating revenues, i.e. utilities, wages and rent. Running this blog since 2009 and trying to explain &#8220;Financial Management Concepts in Layman&#8217;s Terms&#8221;.</p> <p><img 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" alt="chart of accounts example" class="aligncenter" style="display: block;margin-left:auto;margin-right:auto;" width="685" height="616" /></p> <p>Liability accounts usually have the word “payable” in their name—accounts payable, wages payable, invoices payable. “Unearned revenues” are another kind of liability account—usually cash payments that your company has received before services are delivered. Set up your chart to have enough accounts to record transactions properly, but don’t go over board.</p> <p>Compared with other companies, SaaS companies will want to focus more on areas such as fundraising rounds, subscription revenue, and employee stock options. Free payroll setup to get you up and running and support to smoothly run payroll. One of the most used features on QuickBooks Online is the invoice tool. We&#8217;ll show you how to create an invoice, make recurring invoices, send reminders, and more.</p> <p>A chart of accounts is a list of financial accounts set up, usually by an accountant, for an organization, and available for use by the bookkeeper for recording transactions in the organization&#8217;s general ledger. Accounts may be added to the chart of accounts as needed; they would not generally be removed, especially if any transaction had been posted to the account or if there is a non-zero balance. Most importantly, it provides you with a clear picture of the financial health of your company. This is useful not just for business owners, but also investors and shareholders who may not have a handle on your company’s day-to-day operations. It also makes it easier for businesses to comply with financial reporting standards, which makes a chart of accounts extremely beneficial for businesses of all sizes. Each account on the chart of accounts contains an identification code, description, and name. This makes it easier to locate specific accounts, as a chart of accounts can get complex, especially for very large companies.</p> <p>If the workers work 300 hours, $3,000 (300 x $10 per hour) of indirect expense will post to the project module and the financial statements. In certain industries such as advertising, farming, or consulting, most of the costs run together under the broad category of operating expenses. In that environment, it may not be necessary to separate costs between direct/indirect and operating, and there will be no gross margin on the financials.</p> <h2>The Best Accounting Software For Chart Of Accounts</h2> <p>In addition, periodically review the account list to see if any accounts contain relatively immaterial amounts. If so, and if this information is not needed for special reports, shut down these accounts and roll the stored information into a larger account.</p> <p>Finally, a small business with no departments at all could have only a three-digit code assigned to its accounts such as yyy. Most of the organizations keep this as a three-digit code and assign these to the accounts such as assets, supplies expense, revenue and so on. I am just transitioning my business record keeping from a invoicing program into an accounting program and this article has supported me massively in setting up my chart of accounts.</p> " array(3) { [0]=> array(0) { } ["find"]=> array(0) { } ["action"]=> string(7) "replace" } string(383) "<p>Money is flowing out of your business, and in exchange, you&#8217;re gaining new equipment. The average small business shouldn&#8217;t have to exceed this limit if it sets up its accounts efficiently. Can I make my own chart of accounts? To make a chart of accounts, you&#8217;ll need to first create account categories relevant to your [&hellip;]</p> "

Money is flowing out of your business, and in exchange, you’re gaining new equipment. The average small business shouldn’t have to exceed this limit if it sets up its accounts efficiently. Can I make my own chart of accounts? To make a chart of accounts, you’ll need to first create account categories relevant to your […]

Encumbrances & Open Balances

Encumbrances & Open Balances

December 1, 2021
Bill Kimball
array(3) { [0]=> array(0) { } ["find"]=> array(0) { } ["action"]=> string(7) "replace" } string(114570) "<p><img 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alt="encumbrance accounting" class="wp-post-image" style="display: block;margin-left:auto;margin-right:auto;" width="480" height="360" /></p> <p>Encumbrance accounting sets aside specific assets to pay anticipated liabilities. For example, a company may reserve a sum of cash to settle up its accounts payable. The presence of an encumbrance can give the illusion that there are more available funds inside an account than what is actually free for use. The money that has been set aside cannot be used for any other expenditures or transactions. Encumbrance accounting, therefore, ensures that a business does not overspend its budget.</p> <ul> <li>These contingencies may not materialize into actual expenses, but it’s good to know you have the cushion.</li> <li>For operational purposes the organization is cannibalizing funds that were set aside to maintain or extend its capital base.</li> <li>The argument for the removal of budgetary accounting rests in part on a similar assumption—that the presentation of a budget and recognition of encumbrances and other future items are too complicated for the mythical user to decipher.</li> <li>&#8220;A salary commitment is a calculation against salary to predict future funding needs on the assigned accounts for a given period of time typically to the end of an appointment or end of an accounting period.</li> <li>The greater exposure can result in pressure for more accurate reporting and better management of these commitments.</li> <li>Obligation – When a requisition is converted to a purchase order and the order is approved then commitment is replaced by an obligation.</li> </ul> <p>As a result, they’re able to avoid exceeding the allocated budgets and minimize overspending. The main currency used by the organization to conduct its operations is used when encumbering the items. In the second step, the items are unencumbered once they’ve been transferred to accounts payable. This intent implies that the business is highly likely to spend money in the future, which implies a commitment to make a purchase.</p> <p>Second, many nonprofit organizations, particularly those in government, combine their financial accounting with their budgetary systems. They report actual revenues and expenditures and compare them with those budgeted. Anticipated expenditures are based on purchase orders, whose total is recognized as an encumbrance or obligation against the budget. Some accountants claim that this encumbrance accounting confuses the reader of the statement. The AICPA audit guide on colleges and universities enjoins them from recognizing encumbrances,2 and this practice has been urged for government organizations as well.</p> <p>That necessary condition is not fulfilled by many corporate executives, let alone by the grandmothers of the world.11 While that fact is regrettable, it will not be changed by oversimplification of accountants’ reports. While some part of the plant could be sold to generate working capital, the proceeds may not be usable as unrestricted resources. It will probably be invested or kept in an income-earning account, in which case it cannot be used for working capital purposes. The trustees’ legal responsibility to secure the funds and keep them available for particular purposes does not always lapse once the money has been spent. If, for example, long ago they had received a gift for construction of a laboratory, the proceeds from the eventual sale of that structure may be unavailable for general purposes.</p> <h2>Reserve For Encumbrance</h2> <p>For example, a utility company may have the right to run a gas line through a person&#8217;s property, or pedestrians might have the right to use a footpath passing through that property. Other encumbrances, such aszoning lawsand environmental regulations, do not affect a property&#8217;s marketability but do prohibit specific uses for and improvements to the land. Anderson is CPA, doctor of accounting, and an accounting and finance professor who has been working in the accounting and finance industries for more than 20 years. Her expertise covers a wide range of accounting, corporate finance, taxes, lending, and personal finance areas. Adam Hayes is a financial writer with 15+ years Wall Street experience as a derivatives trader.</p> <div> <div> <h3>Is encumbrance a debit or credit?</h3> </div> <div> <div> <p>Encumbrance is considered a debit balance account. When you need to allot money for a future payment, such as when a purchase order is approved, the encumbrance account is debited. In the future, when you pay that sum off, the encumbrance account is credited.</p> </div> </div> </div> <p>The GASB proposal would allow rainy-day amounts to be reported in the general fund as restricted or limited if they meet the definitions of those categories of fund balance. Governments would be required to disclose information about their stabilization arrangements, even if the relevant amounts do not qualify to be reported as restricted or limited. This information would include the authority under which the arrangement was established, requirements for additions to the stabilization amount, and the conditions under which the stabilization amount may be spent. The GASB’s proposal does not change the basic level of detail that governments should present—that is, major categories of restrictions and sufficient detail to reveal the specific purposes to which amounts are limited or assigned.</p> <h2>Cornell University Payroll Office</h2> <p>Please be advised that you will be liable for damages (including costs and attorneys’ fees) if you materially misrepresent that a product or activity is infringing your copyrights. Thus, if you are not sure content located on or linked-to by the Website infringes your copyright, you should consider first contacting an attorney. Component units must be included in the government-wide statements, but if that component is very intertwined with the government as a whole, the government can choose to present that unit separately or blended with the rest of the government.</p> <p>However, an encumbrance is not a purpose and, therefore, would not be appropriately shown as a separate restriction, limitation, or assignment of fund balance. Encumbered amounts would already be included with other restricted, limited, or assigned fund balance based on the nature of the constraints, if any, placed on how they might be used and the purpose for which they have been encumbered. For governments that use <a href="https://www.bookstime.com/articles/what-is-encumbrance-accounting">encumbrance accounting</a>, encumbrances would be disclosed in notes to financial statements in their entirety if existing standards for reporting significant commitments are applicable.</p> <p>Once a purchase order goes through the approval process, the encumbrance transaction then shows the money appropriations for that purchase. Any unpaid encumbrances at the end of the year processing, such as outstanding purchase orders, are examined and may carry to the first period of the following year. Encumbrance accounting primarily allows nonprofits and government organizations to record and monitor all future and planned expenses. Encumbrance accounting acts as a budgeting tool, resulting in more effective planning, allocating, and controlling their budgets.</p> <div> <div> <h3>What does Incumber mean?</h3> </div> <div> <div> <p>1. to impede or hinder; hamper. 2. to block up or fill with superfluous or obstructive things.</p> </div> </div> </div> <p>The concept is most commonly used in governmental accounting, where encumbrances are used to ensure that there will be sufficient cash available to pay for specific obligations. By using encumbrances, a government entity can be assured that it will not over-extend its finances. A downside of encumbrances is that they increase the complexity of government accounting to some extent. To illustrate how the complete encumbrance accounting process works, let’s take a typical example of an encumbrance transaction — a purchase order. Then, the procuring company converts the encumbrance into an expenditure by transferring the transacted items from the encumbrance account into accounts payable. Once the vendor approves the transaction, the commitment converts into a legal obligation. An example of an encumbrance transaction is the approval of the purchase order.</p> <h2>Training Resources</h2> <p>With encumbrance accounting, organizations record anticipated expenditures beforehand. This encourages transparency and increased visibility in how the budget is being allocated and how money is being spent. As a result, organizations can track their expenditures against the allocated budget more effectively. In government accounting, for instance, encumbrances are leveled against the relevant appropriation account and are often used when there are multi-year contracts in place. Paying the expense after the money has been encumbered doesn’t affect the amount of the appropriations.</p> <p><img 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" alt="encumbrance accounting" class="aligncenter" style="display: block;margin-left:auto;margin-right:auto;" width="638" height="903" /></p> <p>Encumbrance accounting, in which all current commitments as well as liabilities are monitored regularly, could be a useful mode of reporting for businesses in difficult positions, such as in a bankruptcy reorganization. Encumbrance accounting shifts disclosure out of the footnotes and into the body of the statements. The greater exposure can result in pressure for more accurate reporting and better management of these commitments. Encumbrance recognition is particularly useful for government agencies because their primary mission is to control the flow of resources. (U.S. government officials are legally obliged to repay the money if they overcommit appropriated funds.) Encumbrance recognition is also used by organizations that have large long-term projects, such as defense contractors. You can run the m-Fin Outstanding Encumbrances report to see a list of encumbered POs and their current encumbrance amounts for a specific SpeedType.</p> <h2>Ed Management Services</h2> <p>If a company plans to do more hiring, it must increase the amount encumbered for salaries. This is known in accounting as &#8220;pre-encumbrance,&#8221; meaning a projected but uncertain cost. Some businesses also have to project commission costs paid to representatives and independent contractors, which will vary with the amount of sales. The GASB is proposing new guidance that would clarify how stabilization or “rainy-day” funds should be reported.</p> <p>In this and other cases, the bond rating did not anticipate the crisis but underwent adjustment only after the reality had become evident. With Grant Management built into our software, you won’t need separate project management software, anymore. I acknowledge that there may be adverse legal consequences for making false or bad faith allegations of copyright infringement by using this process.</p> <p><img 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alt="encumbrance accounting" class="aligncenter" style="display: block;margin-left:auto;margin-right:auto;" width="480" height="360" /></p> <p>Remember that reserves for encumbrances will be entered only if funds were available at June 30. Our practice has been to calculate no new encumbrances with the last pay period of the fiscal year , and to process only the dis-encumbrances for the previous pay run. In the first pay run of the new fiscal year, we will create all new encumbrances, and have no old ones to reverse. &#8220;A salary commitment is a calculation against salary to predict future funding needs on the assigned accounts for a given period of time typically to the end of an appointment or end of an accounting period. Segregation of fund balances into mandatory and discretionary components indicates the emphasis placed on various organizational objectives and on future versus current financial mobility. The weaknesses of nonprofit accounting would be more fruitfully addressed by resolving problems in nomenclature and quality of accounting information than by converting fund accounting to the simpler for-profit standards. Budgetary accounting is potentially useful for any company because it provides a clear articulation of management’s plans as well as a report of its performance in executing the plans.</p> <p>Each type is meant to both protect parties and specify exactly what each claim entails—and is entitled to. The procuring organization may spend all of the encumbered amount or only a portion. However, according to GAAP, outstanding encumbrances in the year-end are not considered expenditures for the fiscal year. Encumbrance accounting is closely associated with the Procure-to-Pay process, from creating purchase requisitions to recording the actual expenditure. While appropriations are money set aside for budgetary line items, encumbrances are reserves for a specific item. PLANERGY gives visibility of committed spend and makes encumbrance accounting easier. If for example, the IT department seeks to purchase $30,000 in new computer equipment, someone in the department will make a pre-encumbrance request to approve the purchase.</p> <h2>Difference Between Budgetary Control And Encumbrance Accounting</h2> <p>You can adjust certain financial plan type components relating to general information and budget options, such as Plan Class, Planning Amounts, and Budgetary Control. Financial plan types and budget versions have attributes that allow you to establish control budgets in Oracle Budgetary Control. A control budget prohibits you from spending more than the amounts you have budgeted. The Office of Finance and Administration will process budget revisions at the beginning of the new year for all reserves for encumbrances.</p> <p><img 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" alt="encumbrance accounting" class="aligncenter" style="display: block;margin-left:auto;margin-right:auto;" width="480" height="360" /></p> <p>The amount charged to the department may be an amount different from the amount required to liquidate the obligation in the succeeding fiscal year. This may be due to discounts, freight charges, or because the University has not been notified by State Purchasing as of June 30th to the exact amount for which a purchase order was issued. If you are at an office or shared network, you can ask the network administrator to run a scan across the network looking for misconfigured or infected devices. Title insurance protects lenders and homebuyers from financial loss due to defects in a property title, such as outstanding lawsuits and liens. It is important, from the buyer&#8217;s perspective, to be aware of any encumbrances on a property, since these will often transfer to them along with ownership of the property. An easement refers to a party&#8217;s right to use or improve portions of another party&#8217;s property, or to prevent the owner from using or improving the property in certain ways.</p> <h2>Gasb, Financial Accounting Standards Board</h2> <p>The request requires proof of purchase to be provided (via campus mail, 224 Administration Building; facsimile, x7967; e-mail, ; or electronically using the wizard). Proof of purchase should include the department name, account number, vendor name, date of the order, amount with respective commitment item, and a description of the goods/services purchased. All requests, via the wizard or a Budget Revision Form, should be completely approved and submitted to the Office of Finance and Administration on or before July 20. We need to understand what is happening and whether or not costs are being reasonably accumulated, reasonably incurred compared with other entities that are incurring costs.</p> <h2>Expenditure Control</h2> <p>This is handled through the Office of Business Affairs and can be submitted by utilizing the Year-end Wizard. The difference in the accounts payable and the reserve for encumbrance is the receipt of the goods. If an order has been made, has not been received, and funds are available, the entry is reserve for encumbrance.</p> <p>Generally a nonprofit organization has four fund groups and presents 3 financial statements per group, or 12 in all. Supposedly this creates information overload, and therefore aggregation of the funds into a consolidated set of statements would solve the problem. Encumbrance accounting &#8212; under which purchase orders and other commitments of resources are recorded as expenditures of the applicable fund &#8212; is utilized in all governmental funds of the District. Encumbrance accounting – under which purchase orders and other commitments of resources are recorded as expenditures of the applicable fund – is utilized in all governmental funds of the District. This method of accounting may be used as a modification to the accrual basis of accounting in accordance with generally accepted accounting principles. Salaries and benefits make up an important part of encumbered funds, suggests the cloud spend management system Purchase Control. A company must pay its employees regular wages and provide promised benefits such as health insurance.</p> " array(3) { [0]=> array(0) { } ["find"]=> array(0) { } ["action"]=> string(7) "replace" } string(362) "<p>Encumbrance accounting sets aside specific assets to pay anticipated liabilities. For example, a company may reserve a sum of cash to settle up its accounts payable. The presence of an encumbrance can give the illusion that there are more available funds inside an account than what is actually free for use. The money that has [&hellip;]</p> "

Encumbrance accounting sets aside specific assets to pay anticipated liabilities. For example, a company may reserve a sum of cash to settle up its accounts payable. The presence of an encumbrance can give the illusion that there are more available funds inside an account than what is actually free for use. The money that has […]

How To Calculate Break

How To Calculate Break

November 30, 2021
Bill Kimball
array(3) { [0]=> array(0) { } ["find"]=> array(0) { } ["action"]=> string(7) "replace" } string(113454) "<p><img 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" alt="break even point" class="wp-post-image" style="display: block;margin-left:auto;margin-right:auto;" width="389" height="291" /></p> <p>The key point (break-even point) is the intersection of the total cost line and the total income line . A vertical line down from this point shows the level of production necessary to cover all costs.</p> <p><img 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" alt="break even point" class="aligncenter" style="display: block;margin-left:auto;margin-right:auto;" width="379" height="213" /></p> <p>You need to be sure to understand your break-even point, and be able to make data-driven decision so your business is profitable. Here at GrowthForce, we help you to understand the KPIs of your business and develop a strategy for profitability and growth.</p> <h2>Understanding Fixed Costs</h2> <p>Thus, you have to accept a price less than the total cost to take additional export orders. The break even point refers to that level of output where your firm’s total revenues are equal to its total costs. Economic profit refers to a situation where the total revenue of your business at a given level of output exceeds its total cost. Businesses use a break-even analysis to figure out how many units or services they need to sell to become profitable. When total costs match total revenues during a period of time, the company hasn’t yet made a profit, but it also hasn’t lost money at this point. Fixed costs are costs that are incurred by an organization for producing or selling an item and do not depend on the level of production or the number of units sold.</p> <p><img 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alt="break even point" class="aligncenter" style="display: block;margin-left:auto;margin-right:auto;" width="358" height="234" /></p> <p>The spreadsheet will pull your fixed cost total and variable cost total up into the break-even <a href="https://www.bookstime.com/articles/break-even-point">break even point</a> calculation. All you need to do is to fill in your average price in the appropriate cell.</p> <h2>Determining Sales To Offset Price Reduction</h2> <p>As you now know, your product sales need to pay for more than just the costs of producing them. The remaining profit is known as the contribution margin ratio because it contributes sales dollars to the fixed costs.</p> <div> <div> <h3>What is the full form of BEP?</h3> </div> <div> <div> <p>Break-even Point (BEP)</p> </div> </div> </div> <p>Fixed Costs refer to the costs that remain the same as the level of output changes. For instance, factory rent, electricity, depreciation, insurance, etc are the fixed costs. These are the costs that your business would have to pay irrespective of the output generated or sales made. While the variable cost of manufacturing one mobile phone is $400. Under this method, we first need to calculate the breakeven quantity.</p> <h2>Definition Of Breakeven</h2> <p>Continuing with the previous example, the contribution ratio equals $400,000 divided by $500,000, or 80 percent. Variable costs increase as the of total dollar amount or unit number of sales within a company increase. Examples of variable costs include sales commissions, shipping expenses, cost of goods sold, and wages of part-time employees. You will have to increase your sales volume to avoid loss arising from reduced selling prices. The break even analysis helps you to determine the required increase in the sales volume. As a result, a business should continue its production to maximize profits. However, your business should stop producing more goods to prevent additional variable costs.</p> <div> <div> <h3>Is it break even or breakeven?</h3> </div> <div> <div> <p>Break-even (or break even), often abbreviated as B/E in finance, is the point of balance making neither a profit nor a loss.</p> </div> </div> </div> <p>In accounting, the breakeven point is calculated by dividing the fixed costs of production by the price per unit minus the variable costs of production. Here’s a list of fixed costs, variable costs, and mixed costs to consider before you calculate your break even point. These are hypothetical numbers that we will use in our upcoming break even analysis example. For example, a company earned $500,000 in revenue and variable costs equal $100,000. The company’s contribution margin equals $500,000 minus $100,000, or $400,000. You can also calculate the contribution margin ratio to express the information in percentage terms. The formula for the contribution margin ratio is contribution margin divided by revenue.</p> <h2>What Is The Breakeven Point?</h2> <p>In this breakeven point example, the company must generate $2.7 million in revenue to cover its fixed and variable costs. The contribution margin represents the amount of money earned before the deduction of fixed costs. The contribution margin essentially shows the financial resources of a company to cover its fixed costs. The equation to calculate the contribution margin is revenue minus variable expenses.</p> <p>With break-even analysis, you can identify the time and price at which your business will turn profitable. This helps you plan the range of activities you need to reach that point, set up a turnaround time for your tasks, and stick to a timeline. You’ll likely need to work with one product at a time or estimate an average price based on all the products you might sell. If this is the case, it’s best to run a few different scenarios to be better prepared. The next step is to divide your costs into fixed costs, and variable costs.</p> <p><img 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" alt="break even point" class="aligncenter" style="display: block;margin-left:auto;margin-right:auto;" width="365" height="159" /></p> <p>If you already have a business up and running, then you already know what you’re currently selling products and services for. If you’re testing out a business idea, then look at how your competitors are pricing their products and services to gauge what your selling price should be. Don’t worry if you don’t have a unit selling price set in stone since the break-even analysis will help you with finding the right price.</p> <h2>Turning Questions Into Sales: How To Create An Effective Faq Page For Your Store</h2> <p>Lowering your variable costs is often the most difficult option, especially if you’re just going into business. But the more you scale, the easier it will be to reduce variable costs.</p> <p>It can be used to test out business ideas, determine whether or not you should introduce a new product to your business, or show what will happen if you change your pricing strategy. To stay afloat, at some point businesses must be able to turn a profit.</p> <p>This ratio is helpful when setting prices, with competitive bidding and when negotiating contracts with vendors and accounts. Sensitivity analysis is used at all stages of the project financing process. During the structuring phase assumptions can be varied to determine whether the level of debt in the project is sustainable. If a project is supporting very high levels of debt then small variations in key assumptions will typically result in unacceptable degradation in debt cover ratios. As a result, the structure of the financing may have to be altered by decreasing debt or reducing the risk of variation of the particular assumption being tested. Sensitivity analysis often performs an essential function during the bankability assessment of a project financing. Goods can be stored in a public warehouse or held on the premises.</p> <p>Only on written approval of the lender can any portion of the secured inventory be released. Now that you have a break-even analysis in hand, it’s time to start plugging in metrics to test your current business or startup idea. The break-even analysis can help people who are thinking about pursuing a business venture or already operating a business. It helps you determine the feasibility of a business venture and ways you can improve your current practices. For example, if you&#8217;ve been paying a 30-year mortgage for five years, you have 25 years remaining on the loan. If you refinance to a lower rate, and your income has gone up since you got the mortgage five years before, you might be able to afford refinancing to a 15-year loan, or maybe a 20-year mortgage. The monthly payment might rise, but you could save thousands of dollars in interest in the long run.</p> <p>The profit is $190 minus the $175 breakeven price, or $15 per share. In investing, the breakeven point is said to be achieved when the market price of an asset is the same as its original cost. Lightspeed is a cloud-based commerce platform powering small and medium-sized businesses in over 100 countries around the world. We’ll continue to illustrate using Pete’s Pizza shop as an example. Pete now wants to know how much revenue he needs to generate in order to break even. They’re hypothetical figures that we created to help us with this calculation. Terms and conditions, features, support, pricing, and service options subject to change without notice.</p> <ul> <li>Fixed overhead is steady and can be factored in quite accurately.</li> <li>This latter shortcoming is avoided by the use of Discounted Cash Flow assessment.</li> <li>Fixed Costs &#8211; Fixed costs are ones that typically do not change, or change only slightly.</li> <li>Under this method, credit sales are also included in the total revenue of your business.</li> <li>While the variable cost of manufacturing one mobile phone is $400.</li> </ul> <p>The company calculates that these variable costs add up to 80 cents per widget. Once you&#8217;ve calculated the numbers above, it&#8217;s easy to figure out your break-even point. The formula for determining your breakeven point requires no more than simple arithmetic.</p> <h2>Want More Helpful Articles About Running A Business?</h2> <p>Alternatively, if you increased your price, you would have to sell fewer apps to achieve the same break-even result. On the other hand, if you were selling your app for $0.99 in an app store, you would have to sell 81,633 units just to break even. As you can see, a few dollars can make a huge difference when it comes time to pushing your product and making red turn into black on your budget statements and balance sheets. If you&#8217;re not performing proper break-even analysis, you may be selling like crazy but still not covering your costs. When you understand your break-even point, this should enable you to know that you have to sell at least X services or X products to break even.</p> <p>Understanding the framework of a financial analysis can help you determine profitability and future earnings potential for your business. Here’s a rundown of what to know as well as the calculations needed to conduct a financial analysis. He is considering introducing a new soft drink, called Sam’s Silly Soda.</p> <p>In terms of its cost structure, the company has fixed costs (i.e., constant regardless of production volume) that amounts to $50k per year. Note that the revenue and total cost lines cross at 5,000 units—the break-even point. Video Productions has net income at volumes greater than 5,000, but it has losses at volumes less than 5,000 units. At this point, you need to ask yourself whether your current plan is realistic, or whether you need to raise prices, find a way to cut costs, or both. You should also consider whether your products will be successful in the market.</p> <p>Breakeven analysis is an important financial tool that helps you to determine the level of output where total revenue would cover your total cost. Thus, calculating the breakeven point helps your business to plan its production in a better way. It lets you know the level of output that you need to produce in the short-run. Where the total revenues of your business just cover the total costs.</p> <p>Small business owners can use the calculation to determine how many product units they need to sell at a given price pointto break even. The break-even point formula is calculated by dividing the total fixed costs of production by the price per unit less the variable costs to produce the product. In order to calculate your break-even point, you need to understand several other business metrics and how they apply to your company. You’ll need to know the sales price per unit, fixed costs, variable costs, revenue and contribution margin calculations. In business accounting, the break-even point refers to the amount of revenue necessary to cover the total fixed and variable expenses incurred by a company within a specified time period.</p> " array(3) { [0]=> array(0) { } ["find"]=> array(0) { } ["action"]=> string(7) "replace" } string(341) "<p>The key point (break-even point) is the intersection of the total cost line and the total income line . A vertical line down from this point shows the level of production necessary to cover all costs. You need to be sure to understand your break-even point, and be able to make data-driven decision so your [&hellip;]</p> "

The key point (break-even point) is the intersection of the total cost line and the total income line . A vertical line down from this point shows the level of production necessary to cover all costs. You need to be sure to understand your break-even point, and be able to make data-driven decision so your […]

What Is Included In Cash And Cash Equivalents?

What Is Included In Cash And Cash Equivalents?

November 29, 2021
Bill Kimball
array(3) { [0]=> array(0) { } ["find"]=> array(0) { } ["action"]=> string(7) "replace" } string(97191) "<p><img 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" alt="cash and cash equivalents" class="wp-post-image" style="display: block;margin-left:auto;margin-right:auto;" width="399" height="266" /></p> <p>Cash and cash equivalents are recorded on the balance sheet as a current asset. Its value changes each time that the business either receives or spends cash and cash equivalents. Such changes are called cash flows and are described in transactions recorded on the accounting ledger.</p> <div> <div> <h3>Which type of asset is gold?</h3> </div> <div> <div> <p>Gold and silver are tangible assets, but are frequently traded in the form of futures or options, which are financial derivatives.</p> </div> </div> </div> <p>Cash and Cash Equivalents Cash is represented by cash in hand and deposits with financial institutions repayable without penalty on notice of not more than 24 hours. All currency, coins and demand deposits maintained at banking institutions. Cash is generally any currency a business owns, whether it is at the place of business or in its bank accounts. CCE is actually two different groups of very similar assets that are commonly combined because they are so closely related.</p> <h2>How Do Companies Report Cash And Cash Equivalents In Financial Statements?</h2> <p>Edited by CPAs for CPAs, it aims to provide accounting and other financial professionals with the information and analysis they need to succeed in today’s business environment. The new requirements are effective for public business entities for fiscal years beginning after December 15, 2017, and interim periods within those fiscal years. For all other entities, the amendments are effective for fiscal years beginning after December 15, 2018, and interim periods within fiscal years beginning after December 15, 2019.</p> <p>Examples of demand deposit accounts are mainly all saving accounts or checking accounts. Therefore, all demand account balances are also included in the balances at the end of a subsequent year. In-depth analysis, examples and insights to give you an advantage in understanding the requirements and implications of financial reporting issues.</p> <ul> <li>Amount of increase in operating assets after deduction of operating liabilities classified as other.</li> <li>For an instrument to be considered a cash equivalent, the risk of the investment losing its value must also be insignificant.</li> <li>The company often invests in cash equivalents to earn interest on the funds till the time they do not need them in the business.</li> <li>Follow CFI&#8217;s guide on networking, resume, interviews, financial modeling skills and more.</li> <li>Cash is the most liquid asset and is presented first on the balance sheet under the current asset section.</li> </ul> <p>Investments in liquid securities, such as stocks, bonds, and derivatives, are not included in cash and equivalents. Even though such assets may be easily turned into cash (typically with a three-day settlement period), they are still excluded. Companies may elect to classify some types of their marketable securities as cash equivalents. This depends on the liquidity of the investment and what the company intends to do with such products.</p> <p>The increase during the reporting period in the amounts payable to taxing authorities for taxes that are based on the reporting entity&#8217;s earnings, net of amounts receivable from taxing authorities for refunds of overpayments or recoveries of income taxes. Firstly, inventory should not be included as a cash equivalent, predominantly because it cannot be readily converted to cash. Despite the clear distinction in the liquidity cycle, it is also rudimentary to realize that certain elements should also be accounted for when it comes to the items not necessarily included as cash or cash equivalents. This is to ensure that the overall balances are in one currency so that stakeholders have proper clarity regarding the overall cash equivalents that the company has at the end of a particular given financial year.</p> <h2>Calculation Of Cash And Cash Equivalents</h2> <p>Bank overdrafts, which represent checks written without sufficient funds in the entity’s bank account that are cleared by the bank and create an obligation for the entity, should be considered financing activities. Accordingly, the proper reporting of the cash flow as a financing or operating activity requires a clear understanding of the cause of the overdraft or negative cash balance.</p> <p><img src="data:image/jpeg;base64,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" alt="cash and cash equivalents" class="aligncenter" style="display: block;margin-left:auto;margin-right:auto;" width="395" height="395" /></p> <p>When cash, cash equivalents, restricted cash, and restricted cash equivalents are presented in separate lines of the statement of financial position, those amounts should reconcile to the statement of cash flows. The ASU says this reconciliation may be presented on the face of the statement of cash flows or in the notes to the financial statements, either in narrative or tabular format. This includes bills and coins, checks, money in checking accounts, and petty cash. Cash is the most liquid asset and is presented first on the balance sheet under the current asset section. Cash equivalents, similarly, have maturity dates of three months or less and include items that are quickly converted into a specified quantity of cash, such as money market accounts and commercial paper.</p> <h2>How To Report Material Losses On An Income Statement</h2> <p>This includes the money in company’s bank account, petty cash drawer, and register. When cash equivalents are purchased and sold as part of the agency&#8217;s cash management process, the associated cash flows are not reported as inflows and outflows on the statement of cash flows. A company&#8217;s combined cash or cash equivalents is always shown on the top line of the balance sheet since these assets are the mostliquid assets. The information from this point forward is really a tutorial explaining how to build a cash flow statement, also known as a statement of changes in financial position. As we walk through each step in the process, we’ll provide insights and examples. At the end of this tutorial, we’re going to provide a link to everything we’ve discussed in an example statement. The sum of adjustments which are added to or deducted from net income or loss, including the portion attributable to noncontrolling interest, to reflect cash provided by or used in operating activities, in accordance with the indirect cash flow method.</p> <p>Cash equivalents are the total value of cash on hand that includes items that are similar to cash; cash and cash equivalents must be current assets. In our example, the company decided to raise $250,000 by issuing common stock. They also issued $500,000 in short term debt, and redeemed $3,000,000 in long term debt. The first step in this process is to figure out where a company left off in the prior accounting year. This value can be found on the company’s prior statement of cash flow, the company’s balance sheet, or it’s possible to calculate the beginning value for cash. It is clear from the above discussion that cash equivalents are an integral part of the company’s current asset as well as working capital. It helps in maintaining liquidity, meeting operating expenses, and paying off short-term debts.</p> <p>The Balance SheetA balance sheet is one of the financial statements of a company that presents the shareholders&#8217; equity, liabilities, and assets of the company at a specific point in time. It is based on the accounting equation that states that the sum of the total liabilities and the owner&#8217;s capital equals the total assets of the company. This information doesn’t show up on the income statement because they are considered “investments.” These investments will be depleted over their useful lives either through depreciation or other accounting adjustments. As this occurs, these investments appear as expenses on the income statement. To summarize the information mentioned above, it can be seen that cash and cash equivalents include any liquid cash that the company presently has available and other bank accounts and marketable securities that can readily be converted to cash.</p> <p>When you receive a balance sheet, the current balance of cash might be very different from what is reported on the statement. Other companies group cash and cash equivalents together on the balance sheet and state them as one line item. This grouping gives the investors and creditors less information about the company initially, but details about the break down of cash and equivalents are usually provided in the notes of the financial statements or the management discussion and analysis report. Controlling cash flow and financing is a crucial part of running any business. A business can be profitable and still not be able to pay its bills on time because money was not managed properly. Investors and creditors need to know where the company’s cash comes from and where it goes. That’s why management details each cash activity for the period on the statement of cash flows.</p> <div> <div> <h3>What is cash flow Class 12?</h3> </div> <div> <div> <p>Cash Flows Cash flows are inflows and outflows of cash and cash equivalent. It implies movement in and movement out of cash and cash equivalents. Receipt of cash from a non-cash item is termed as &#8216;cash inflow&#8217;, while cash payment in respect of such item is termed as &#8216;cash outflow&#8217;.</p> </div> </div> </div> <p>Since the cash equivalent classification is made at the time of purchase, no reclassification of short-term investments to cash equivalents will be made. Not-for-profit entities also must disclose information about the nature of restrictions on their cash and cash equivalents.</p> <p>In the cash flow statement, cash and cash equivalent show the balance of two different dates or times. Normally, the cash flow statement shows the cash generated from operating activities, financial activities, and then the cash generated from investing activities. The breakdown of the total cash and cash equivalents is shown in the note to financial statements. The noted breakdown normally shows the balance of cash on hand, cash at the bank, and other cash equivalent items. Cash and cash equivalent are generally recorded in the balance sheet of a company under the current asset section with the same name as cash and cash equivalent and only the overall value is shown.</p> <h2>Colgates Cash And Cash Equivalents Example</h2> <p>While a rise in accounts receivables needs to be subtracted from net income . In general, this is a current asset that can be readily exchanged for goods and services on short notice. In this example, we’re going to start the company with $6,000,000 at the beginning of the year. There may be increases to cash via operations; the company made money on the products or services they sell. There is a starting balance of cash at the beginning of each accounting period.</p> <p><img 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" alt="cash and cash equivalents" class="aligncenter" style="display: block;margin-left:auto;margin-right:auto;" width="388" height="174" /></p> <p>The increase during the reporting period in the aggregate amount of obligations related to services received from employees, such as accrued salaries and bonuses, payroll taxes and fringe benefits. The increase during the reporting period in amount due within one year from customers for the credit sale of goods and services. The increase during the reporting period in the aggregate amount of liabilities incurred and payable to vendors for goods and services received that are used in an entity&#8217;s business.</p> <p>For this reason, managers and investors calculate cash ratios, evaluate the cash flow statement, create cash budgets, and project future cash flows. A financial instrument is only a cash equivalent if it has a low risk of losing its value and will mature within three months from when the financial statements are prepared. When a company is not using its cash balance, it may invest its cash in very low-risk liquid securities so it can generate interest income. Cash equivalents are short-term, highly liquid investments with a maturity date that was 3 months or less at the time of purchase.</p> <h2>Cash And Cash Equivalents Definition</h2> <p>FASB’s rationale was that the direct method provides more useful information and the indirect method contributes to the underutilization of the statement of cash flows. Highly liquid investments that are convertible to known amounts of cash; have an <a href="https://www.bookstime.com/articles/cash-and-cash-equivalents">cash and cash equivalents</a> original maturity of three months or less at the time of purchase; and have insignificant risk of change in fair market value due to shifts in the interest rate. There are generally two different ways to report cash equivalents on thebalance sheet.</p> <p>This will provide insight into the availability and uses of amounts generally described as restricted cash and restricted cash equivalents on the statement of financial position. The amount of cash and cash equivalents a business has is likely to change very regularly as income comes into the business and expenses go out of it.</p> <p>Generally, only investments with original maturities of three months or less qualify under that definition. Original maturity means original maturity to the entity holding the investment.</p> <p>Restricted cash is the amount of cash and cash equivalent items which are restricted for withdrawal and usage. Restricted cash can be also set aside for other purposes such as expansion of the entity, dividend funds or &#8220;retirement of long-term debt&#8221;. Depending on its immateriality or materiality, restricted cash may be recorded as &#8220;cash&#8221; in the financial statement or it might be classified based on the date of availability disbursements. Moreover, if cash is expected to be used within one year after the balance sheet date it can be classified as &#8220;current asset&#8221;, but in a longer period of time it is mentioned as non- current asset. For example, a large machine manufacturing company receives an advance payment from its customer for a machine that should be produced and shipped to another country within 2 months. Based on the customer contract the manufacturer should put the deposit into separate bank account and not withdraw or use the money until the equipment is shipped and delivered. This is a restricted cash, since manufacturer has the deposit, but he can not use it for operations until the equipment is shipped.</p> <p>Examples of which consist of Cash and Paper Money, US Treasury bills, undeposited receipts, Money Market funds, etc. Nevertheless, where bank borrowings which are repayable on a demand form an integral part of company&#8217;s cash management, bank overdrafts are considered to be a part of cash and cash equivalents. Cash and cash equivalent are an important component of a balance sheet and resembles the financial health of a company.</p> <p>In short, cash allows companies to exploit business opportunities when they arise. Amount of cash inflow from issuance of long-term debt classified as other. Amount of cash outflow in the form of ordinary dividends to common shareholders of the parent entity. Amount of increase in operating assets after deduction of operating liabilities classified as other. It is a clear reflection about the overall ability of the company to meet its day-to-day expenses and ensure that they honor their financial commitments on time.</p> <p>It can be used to pay off short term obligation very easily without any kind of borrowing needed. It is also an important component for the shareholders because this can also be used to pay back dividends to the shareholders. Cash and cash equivalents are counted under the same account because cash equivalents are assets almost as liquid as cash. In accounting, the category includes notes, coins, currencies, checks, the money in a checking account and petty cash. These are your most liquid assets, meaning they are cash, or can convert to cash, very quickly. Cash equivalents are so called because they also convert to cash very quickly.</p> " array(3) { [0]=> array(0) { } ["find"]=> array(0) { } ["action"]=> string(7) "replace" } string(362) "<p>Cash and cash equivalents are recorded on the balance sheet as a current asset. Its value changes each time that the business either receives or spends cash and cash equivalents. Such changes are called cash flows and are described in transactions recorded on the accounting ledger. Which type of asset is gold? Gold and silver [&hellip;]</p> "

Cash and cash equivalents are recorded on the balance sheet as a current asset. Its value changes each time that the business either receives or spends cash and cash equivalents. Such changes are called cash flows and are described in transactions recorded on the accounting ledger. Which type of asset is gold? Gold and silver […]

Bench Accounting @benchaccounting

Bench Accounting @benchaccounting

November 26, 2021
Bill Kimball
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" alt="bench accounting" class="wp-post-image" style="display: block;margin-left:auto;margin-right:auto;" width="356" height="237" /></p> <p>Bench is the largest online bookkeeping service in the United States for small businesses. They launched in 2013 as an affordable bookkeeping option for businesses that can’t afford dedicated in-house bookkeepers, but who need and want to understand their financial position. When your bookkeeping is done for the month, you’ll receive a message. At that point, you can view your financial statements and account information online. If you have any questions, it’s easy to get in touch with your Bench bookkeepers by sending them an in-app message or calling them.</p> <p>Their preferred payroll service is Gusto, which will integrate with Bench’s proprietary software, and with the popular accounting software QuickBooks and Xero . There are two packages to choose from depending if you’d like help with your taxes or not. If your business requires specialized bookkeeping — such as tracking accounts payable and receivable — there’s an add on starting at only $100 per month.</p> <div> <div> <h3>How much does bench accounting charge?</h3> </div> <div> <div> <p>Bench Accounting offers two plans, Essential and Premium, which cost $299 per month and $499 per month, respectively. Both plans include monthly bookkeeping and year-end reporting, but Premium gives you more features, like unlimited tax advisory services and federal and state income tax filings.</p> </div> </div> </div> <p>At-a-glance visual reports help you see the big picture and give you actionable insights to help you grow your business. To put a number on it — if you’re under $500,000 in annual revenue, outsourcing to Bench will probably a good bet. If your business is between $500,000 to $1 million in annual revenue, you should consider switching to accrual basis and hiring a part-time bookkeeper or accountant, . If you’re over $1 million in revenue, it’s almost certainly time to hire a full-time bookkeeper.</p> <p>Send a message from your computer or the app anytime, and your bookkeeper will reply within one business day. You can also schedule a time for your bookkeeper to call you at no additional charge. If you also have an accountant, you can give them separate log-in credentials to your Bench account. This includes everything in the Essential level, plus unlimited tax advisory services, one-on-one tax strategy planning and annual tax filing for partnerships, corporations and sole proprietors. These applications help you do your own bookkeeping; unlike Bench, they don&#8217;t include access to a team of dedicated bookkeepers in the basic price. This may influence which products we review and write about , but it in no way affects our recommendations or advice, which are grounded in thousands of hours of research.</p> <h2>Common Questions About Bench Accounting</h2> <p>Should you decide to switch, you may have to manually transfer the data yourself or pay another service for assistance. Bench uses a proprietary software that is user friendly, even for those that are not computer savvy or financially literate. It has an intuitive layout and delivers financial information in easy-to-understand charts and visuals. According to salary.com, the median annual cost of an in-house bookkeeper is over $40k. For many small businesses and startups, this salary falls far outside of their budget. As one of the 30 fastest growing tech companies in North America according to DeLoitte, Bench has proven its ability to simplify business bookkeeping. Benefit from the most accurate accounting, 24/7, real-time dashboards and reporting, all while saving on average 30-50% compared to a traditional bookkeeper or outsourced firm.</p> <p><img 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" alt="bench accounting" class="aligncenter" style="display: block;margin-left:auto;margin-right:auto;" width="480" height="360" /></p> <p>Each Bench plan provides the same level and standard of bookkeeping. However, Bench offers a few additional service packages that can be purchased as add-ons. For example, if you send an invoice due to be paid in one month, a cash-based bookkeeping method would not record that income for thirty days.</p> <h2>Bench App</h2> <p>Bench Accounting offers two plans, Essential and Premium, which cost $299 per month and $499 per month, respectively. Both plans include monthly bookkeeping and year-end reporting, but Premium gives you more features, like unlimited tax advisory services and federal and state income tax filings. If you require complex accounting, such as segment tracking, invoicing (A/R), and bill payment (A/P), you need to purchase the Specialized Accounting add-on starting at $100 per month. Bench provides most clients with a modified form of cash basis bookkeeping, in which the transactions are recorded as soon as money has been deposited or charged to your bank or credit card. Bench bookkeeping is an online accounting service that manages bookkeeping and taxes for businesses. There is an in-app status feature that allows you to view what has been completed, what’s in progress, and what’s outstanding. When your bookkeeping has been completed for the month, you’ll receive a message inviting you to view your financial statements and account information online.</p> <p>They were accepted into the startup accelerator program Techstars NYC in 2012 and by July 2013, they had raised $2 million in seed capital and settled on the official name, Bench. NerdWallet strives to keep its information accurate and up to date. This information may be different than what you see when you visit a financial institution, service provider or specific product’s site. All financial products, shopping products and services are presented without warranty. When evaluating offers, please review the financial institution’s Terms and Conditions.</p> <div> <div> <h3>How much does bench accounting charge?</h3> </div> <div> <div> <p>Bench Accounting offers two plans, Essential and Premium, which cost $299 per month and $499 per month, respectively. Both plans include monthly bookkeeping and year-end reporting, but Premium gives you more features, like unlimited tax advisory services and federal and state income tax filings.</p> </div> </div> </div> <p>The only challenging initial integration was with Paypal- myself and the Bench team member had a hard time linking everything. We resolved it and I didn&#8217;t have that issue with other accounts. I do wish that this software integrated with my invoicing system, so I could easily see where the profits were coming from.</p> <p>For advice to your particular situation, consult with a qualified professional, such as an Enrolled Agent or Certified Public Accountant . There’s no built-in payroll option — but Bench is very experienced with Gusto, so you can use them for payroll and Bench will record it properly in your books. If you’ve got personal expenses mixed in with business expenses, Bench will help you separate those out.</p> <h2>Bench Accounting</h2> <p>Bench provides each of its clients with a dedicated bookkeeper. These bookkeepers are Bench employees and all work from their Vancouver headquarters. Clients can schedule a phone call or message their bookkeeper directly via the Bench app. Our mobile app lets you keep tabs on your cash flow and track your expenses. Your bookkeeper automatically imports info from your bank and credit accounts, so your accounting is always on track.</p> <p>If you want to compare Bench’s prices with other virtual bookkeeping services, check out our comprehensive guide on the top 100+ bookkeeping pricing packages. Ember is full-package, fuss-free accounting software for contractors, from just £39/month. We take care of all your limited company accounting and taxes, giving you the tools and time to focus on what really matters – your business.</p> <p><img 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" alt="bench accounting" class="aligncenter" style="display: block;margin-left:auto;margin-right:auto;" width="386" height="289" /></p> <p>Photo by Christina @ wocintechchat.com on UnsplashWe are on a mission. A mission to make a profound difference in the quality of life of one million people. We realized early in the process that the biggest motivator for these employees to choose to come into the office was to a have access to their equally talented colleagues. In response, we dedicated ample space and the majority of the budget to a range of shared spaces that enhance their community and shared vision. Whether Bench is a good choice for your business depends on what your business needs are. If you’re looking to save time and have your books done quickly and accurately, then Bench will get the job done.</p> <h2>Hackathons At Bench</h2> <p>That said, we think we offer the best bookkeeping services around. We have worked with many clients who have switched from Bench to Xero. While we did have to go back and recreate our clients&#8217; accounting file, this didn&#8217;t overburden us with work and we didn&#8217;t have to stress our clients with additional cost. Thankfully Xero has cash <a href="https://www.bookstime.com/articles/bench-accounting">bench accounting</a> coding, which allows us to enter transactions in bulk- saving us time and effort. Do you ever pay for a yearly software subscription to take advantage of the discount? Bench will track the payment to the vendor in the month it passed through the account, not on a monthly basis, which is the correct way to treat the transaction.</p> <ul> <li>Users should note that because Bench uses proprietary software, it is not compatible with Quickbooks or with any other online bookkeeping software.</li> <li>SSL encryption and employee background checks to protect your financial data.</li> <li>Bench has a proprietary bookkeeping system, which doesn’t sync up with QuickBooks, Xero or other accounting software.</li> <li>You will also receive visual reports that detail your revenue, expenses, and historical performance.</li> <li>The company provides subscription access to cloud-based software in combination with in-house bookkeepers.</li> <li>Which accounting software you use matters because it determines where your financial data lives.</li> </ul> <p>At tax time, they will send a year-end financial package with all the information you need to prepare your tax return. You can sign up for the Premium plan and Bench will prepare the tax return for you. Each month, your bookkeeper will import all of your business transactions and categorize them, then reconcile your bank accounts and prepare financial statements. This will be completed within 15 business days, which allows time for any adjustments. If your bookkeeper has any questions about a particular transaction, they’ll send you an in-app message. Bench Accounting is best for freelancers and small businesses that have basic bookkeeping needs, such as providing cash-basis financial statements for tax return preparation.</p> <h2>Estimated Revenue &amp; Financials</h2> <p>Our partners cannot pay us to guarantee favorable reviews of their products or services. Bench gives you a dedicated bookkeeper supported by a team of knowledgeable small business experts. Get a direct line to your team on desktop or mobile—professional support is just a few swipes, taps, or clicks away. From bookkeeping to tax filing, Bench is the all-in-one financial toolkit your business can count on. Most business owners will be better off outsourcing and spending their time bringing in new business. This description fits the large majority of small businesses, so Bench has a big market in which to grow. Bench also has a status feature, where you can check on the status of your books in the app.</p> <p>Engineers at Bench work in a collaborative team environment with other engineers, product managers, and designers. Bench therefore doesn&#8217;t handle invoicing or tracking of bills.</p> <p>For a very affordable price, Bench will manage the absolutely necessary bookkeeping such as categorizing transactions and managing receipts. Tax service and payroll integration are available as add-ons, and will raise your monthly payment.</p> <p>While much of the tedious aspects of bookkeeping are eliminated by the software, the bookkeeper will manually reconcile your accounts and categorize your transactions. As the business owner, you don’t have to spend time on any of it. Every month, your bookkeeper will send you financials including an Income Statement and Balance Sheet.</p> <p><img 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