Kategorie: Bookkeeping

  • Capital: Definition, The Method It’s Used, Structure, And Kinds In Business

    Here’s what each service business needs to grasp about cost of products sold for companies. Your COGS can even inform you if you’re spending an extreme amount of on manufacturing prices. The higher your production costs, the upper you have to price your services or products to turn a revenue. Both kinds of corporations should report the “cost of products sold” or the “cost of sales” of their monetary statements. A business’s value of products bought can even shine a lightweight on areas where it can reduce to make extra profit. You might be surprised to find that you’re making much less revenue than you anticipated with certain merchandise.

    Finally, it will lead to having a better understanding of your business and where your profit centers lie. Now, let’s say you run a small manufacturing company that builds custom furniture. During the month, you purchase another $6,000 in supplies, and by the end of the month, you’ve obtained $5,000 value of uncooked supplies left. When you calculate COGS, you’re determining the price of what you truly bought throughout a sure interval what is cost of goods sold for a service business. You add your starting stock to any new purchases, then subtract no matter stock you continue to have on the end.

    what is cost of goods sold for a service business

    LIFO assumes the stock you most lately acquired is offered first. This can result in larger COGS and decrease profits during periods of inflation. LIFO isn’t permitted beneath International Monetary Reporting Requirements (IFRS) cost-accounting principles and lots of countries exterior the Usa don’t permit it. If you employ accounting software program like Xero, yow will discover https://www.kelleysbookkeeping.com/ COGS within the P&L/income parts of your monetary statements. You’ll see the COGS calculation does not reference the number of sales – it focuses on the worth of inventory initially and finish of the sales period as an alternative.

    • Economists monitor a number of metrics of capital including private earnings and private consumption from the Department of Commerce’s personal revenue and outlays reports.
    • These costs are incurred to draw new shoppers and promote providers but usually are not instantly related to the precise provision of services.
    • These are the value of purchases and embrace all objects, shipments, manufacturing, and so on.
    • Utilizing project administration software or detailed timesheets can considerably improve accuracy.

    COGS is a subcategory of expenses that accounts for the direct costs of producing items or purchasing stock for resale. Whole expenses include all other costs associated to operating the enterprise, corresponding to rent, utilities, administrative salaries, and mortgage curiosity. Stock turnover is the number of occasions a company sells and replenishes its inventory over an accounting interval. Managers and other users of financial statements might use this metric to measure how effectively an organization manages its inventory. A larger ratio is best than a low one, as a high ratio indicates the corporate is selling and replenishing stock quickly, decreasing holding costs, and minimizing obsolete inventory.

    what is cost of goods sold for a service business

    If you employ the FIFO method, the primary goods you sell are the ones you bought or manufactured first. Usually, because of this you sell your least expensive merchandise first. After you gather the above information, you’ll be able to start calculating your price of goods bought. Depending on your business and objectives, you might decide to calculate COGS weekly, monthly, quarterly, or yearly. In this guide, we look at what operating and non-operating expenses are and how finest to manage them.

    Nonetheless, for service-based businesses, the Cost Of Goods Bought perhaps slightly bit different as often there is no bodily inventory for them. Delivery Prices – Let’s say you personal an accounting agency that audits corporations. At the tip of the audit you print your report and mail copies to every member of the client’s board of administrators. If you discover yourself paying $100 to ship your report again to the board, that $100 must be included in price of income as a outcome of it is a essential expense that you just incur as part of your service. Price of gross sales and COGS are sometimes used interchangeably, however they’ve key differences relying on the type of business. Each reflect the expenses incurred in delivering a services or products, but they’re categorized in a different way.

    what is cost of goods sold for a service business

    By investing capital, a enterprise or particular person seeks to earn a better return than the capital’s costs. Be Taught to calculate gross revenue margin accurately, keep away from widespread mistakes, and handle your income. Moreover, understanding COGS may help with forecasting and budgeting.

  • Capital: Definition, The Method It’s Used, Structure, And Kinds In Business

    Here’s what each service business needs to grasp about cost of products sold for companies. Your COGS can even inform you if you’re spending an extreme amount of on manufacturing prices. The higher your production costs, the upper you have to price your services or products to turn a revenue. Both kinds of corporations should report the “cost of products sold” or the “cost of sales” of their monetary statements. A business’s value of products bought can even shine a lightweight on areas where it can reduce to make extra profit. You might be surprised to find that you’re making much less revenue than you anticipated with certain merchandise.

    Finally, it will lead to having a better understanding of your business and where your profit centers lie. Now, let’s say you run a small manufacturing company that builds custom furniture. During the month, you purchase another $6,000 in supplies, and by the end of the month, you’ve obtained $5,000 value of uncooked supplies left. When you calculate COGS, you’re determining the price of what you truly bought throughout a sure interval what is cost of goods sold for a service business. You add your starting stock to any new purchases, then subtract no matter stock you continue to have on the end.

    what is cost of goods sold for a service business

    LIFO assumes the stock you most lately acquired is offered first. This can result in larger COGS and decrease profits during periods of inflation. LIFO isn’t permitted beneath International Monetary Reporting Requirements (IFRS) cost-accounting principles and lots of countries exterior the Usa don’t permit it. If you employ accounting software program like Xero, yow will discover https://www.kelleysbookkeeping.com/ COGS within the P&L/income parts of your monetary statements. You’ll see the COGS calculation does not reference the number of sales – it focuses on the worth of inventory initially and finish of the sales period as an alternative.

    • Economists monitor a number of metrics of capital including private earnings and private consumption from the Department of Commerce’s personal revenue and outlays reports.
    • These costs are incurred to draw new shoppers and promote providers but usually are not instantly related to the precise provision of services.
    • These are the value of purchases and embrace all objects, shipments, manufacturing, and so on.
    • Utilizing project administration software or detailed timesheets can considerably improve accuracy.

    COGS is a subcategory of expenses that accounts for the direct costs of producing items or purchasing stock for resale. Whole expenses include all other costs associated to operating the enterprise, corresponding to rent, utilities, administrative salaries, and mortgage curiosity. Stock turnover is the number of occasions a company sells and replenishes its inventory over an accounting interval. Managers and other users of financial statements might use this metric to measure how effectively an organization manages its inventory. A larger ratio is best than a low one, as a high ratio indicates the corporate is selling and replenishing stock quickly, decreasing holding costs, and minimizing obsolete inventory.

    what is cost of goods sold for a service business

    If you employ the FIFO method, the primary goods you sell are the ones you bought or manufactured first. Usually, because of this you sell your least expensive merchandise first. After you gather the above information, you’ll be able to start calculating your price of goods bought. Depending on your business and objectives, you might decide to calculate COGS weekly, monthly, quarterly, or yearly. In this guide, we look at what operating and non-operating expenses are and how finest to manage them.

    Nonetheless, for service-based businesses, the Cost Of Goods Bought perhaps slightly bit different as often there is no bodily inventory for them. Delivery Prices – Let’s say you personal an accounting agency that audits corporations. At the tip of the audit you print your report and mail copies to every member of the client’s board of administrators. If you discover yourself paying $100 to ship your report again to the board, that $100 must be included in price of income as a outcome of it is a essential expense that you just incur as part of your service. Price of gross sales and COGS are sometimes used interchangeably, however they’ve key differences relying on the type of business. Each reflect the expenses incurred in delivering a services or products, but they’re categorized in a different way.

    what is cost of goods sold for a service business

    By investing capital, a enterprise or particular person seeks to earn a better return than the capital’s costs. Be Taught to calculate gross revenue margin accurately, keep away from widespread mistakes, and handle your income. Moreover, understanding COGS may help with forecasting and budgeting.

  • Capital: Definition, The Method It’s Used, Structure, And Kinds In Business

    Here’s what each service business needs to grasp about cost of products sold for companies. Your COGS can even inform you if you’re spending an extreme amount of on manufacturing prices. The higher your production costs, the upper you have to price your services or products to turn a revenue. Both kinds of corporations should report the “cost of products sold” or the “cost of sales” of their monetary statements. A business’s value of products bought can even shine a lightweight on areas where it can reduce to make extra profit. You might be surprised to find that you’re making much less revenue than you anticipated with certain merchandise.

    Finally, it will lead to having a better understanding of your business and where your profit centers lie. Now, let’s say you run a small manufacturing company that builds custom furniture. During the month, you purchase another $6,000 in supplies, and by the end of the month, you’ve obtained $5,000 value of uncooked supplies left. When you calculate COGS, you’re determining the price of what you truly bought throughout a sure interval what is cost of goods sold for a service business. You add your starting stock to any new purchases, then subtract no matter stock you continue to have on the end.

    what is cost of goods sold for a service business

    LIFO assumes the stock you most lately acquired is offered first. This can result in larger COGS and decrease profits during periods of inflation. LIFO isn’t permitted beneath International Monetary Reporting Requirements (IFRS) cost-accounting principles and lots of countries exterior the Usa don’t permit it. If you employ accounting software program like Xero, yow will discover https://www.kelleysbookkeeping.com/ COGS within the P&L/income parts of your monetary statements. You’ll see the COGS calculation does not reference the number of sales – it focuses on the worth of inventory initially and finish of the sales period as an alternative.

    • Economists monitor a number of metrics of capital including private earnings and private consumption from the Department of Commerce’s personal revenue and outlays reports.
    • These costs are incurred to draw new shoppers and promote providers but usually are not instantly related to the precise provision of services.
    • These are the value of purchases and embrace all objects, shipments, manufacturing, and so on.
    • Utilizing project administration software or detailed timesheets can considerably improve accuracy.

    COGS is a subcategory of expenses that accounts for the direct costs of producing items or purchasing stock for resale. Whole expenses include all other costs associated to operating the enterprise, corresponding to rent, utilities, administrative salaries, and mortgage curiosity. Stock turnover is the number of occasions a company sells and replenishes its inventory over an accounting interval. Managers and other users of financial statements might use this metric to measure how effectively an organization manages its inventory. A larger ratio is best than a low one, as a high ratio indicates the corporate is selling and replenishing stock quickly, decreasing holding costs, and minimizing obsolete inventory.

    what is cost of goods sold for a service business

    If you employ the FIFO method, the primary goods you sell are the ones you bought or manufactured first. Usually, because of this you sell your least expensive merchandise first. After you gather the above information, you’ll be able to start calculating your price of goods bought. Depending on your business and objectives, you might decide to calculate COGS weekly, monthly, quarterly, or yearly. In this guide, we look at what operating and non-operating expenses are and how finest to manage them.

    Nonetheless, for service-based businesses, the Cost Of Goods Bought perhaps slightly bit different as often there is no bodily inventory for them. Delivery Prices – Let’s say you personal an accounting agency that audits corporations. At the tip of the audit you print your report and mail copies to every member of the client’s board of administrators. If you discover yourself paying $100 to ship your report again to the board, that $100 must be included in price of income as a outcome of it is a essential expense that you just incur as part of your service. Price of gross sales and COGS are sometimes used interchangeably, however they’ve key differences relying on the type of business. Each reflect the expenses incurred in delivering a services or products, but they’re categorized in a different way.

    what is cost of goods sold for a service business

    By investing capital, a enterprise or particular person seeks to earn a better return than the capital’s costs. Be Taught to calculate gross revenue margin accurately, keep away from widespread mistakes, and handle your income. Moreover, understanding COGS may help with forecasting and budgeting.

  • Capital: Definition, The Method It’s Used, Structure, And Kinds In Business

    Here’s what each service business needs to grasp about cost of products sold for companies. Your COGS can even inform you if you’re spending an extreme amount of on manufacturing prices. The higher your production costs, the upper you have to price your services or products to turn a revenue. Both kinds of corporations should report the “cost of products sold” or the “cost of sales” of their monetary statements. A business’s value of products bought can even shine a lightweight on areas where it can reduce to make extra profit. You might be surprised to find that you’re making much less revenue than you anticipated with certain merchandise.

    Finally, it will lead to having a better understanding of your business and where your profit centers lie. Now, let’s say you run a small manufacturing company that builds custom furniture. During the month, you purchase another $6,000 in supplies, and by the end of the month, you’ve obtained $5,000 value of uncooked supplies left. When you calculate COGS, you’re determining the price of what you truly bought throughout a sure interval what is cost of goods sold for a service business. You add your starting stock to any new purchases, then subtract no matter stock you continue to have on the end.

    what is cost of goods sold for a service business

    LIFO assumes the stock you most lately acquired is offered first. This can result in larger COGS and decrease profits during periods of inflation. LIFO isn’t permitted beneath International Monetary Reporting Requirements (IFRS) cost-accounting principles and lots of countries exterior the Usa don’t permit it. If you employ accounting software program like Xero, yow will discover https://www.kelleysbookkeeping.com/ COGS within the P&L/income parts of your monetary statements. You’ll see the COGS calculation does not reference the number of sales – it focuses on the worth of inventory initially and finish of the sales period as an alternative.

    • Economists monitor a number of metrics of capital including private earnings and private consumption from the Department of Commerce’s personal revenue and outlays reports.
    • These costs are incurred to draw new shoppers and promote providers but usually are not instantly related to the precise provision of services.
    • These are the value of purchases and embrace all objects, shipments, manufacturing, and so on.
    • Utilizing project administration software or detailed timesheets can considerably improve accuracy.

    COGS is a subcategory of expenses that accounts for the direct costs of producing items or purchasing stock for resale. Whole expenses include all other costs associated to operating the enterprise, corresponding to rent, utilities, administrative salaries, and mortgage curiosity. Stock turnover is the number of occasions a company sells and replenishes its inventory over an accounting interval. Managers and other users of financial statements might use this metric to measure how effectively an organization manages its inventory. A larger ratio is best than a low one, as a high ratio indicates the corporate is selling and replenishing stock quickly, decreasing holding costs, and minimizing obsolete inventory.

    what is cost of goods sold for a service business

    If you employ the FIFO method, the primary goods you sell are the ones you bought or manufactured first. Usually, because of this you sell your least expensive merchandise first. After you gather the above information, you’ll be able to start calculating your price of goods bought. Depending on your business and objectives, you might decide to calculate COGS weekly, monthly, quarterly, or yearly. In this guide, we look at what operating and non-operating expenses are and how finest to manage them.

    Nonetheless, for service-based businesses, the Cost Of Goods Bought perhaps slightly bit different as often there is no bodily inventory for them. Delivery Prices – Let’s say you personal an accounting agency that audits corporations. At the tip of the audit you print your report and mail copies to every member of the client’s board of administrators. If you discover yourself paying $100 to ship your report again to the board, that $100 must be included in price of income as a outcome of it is a essential expense that you just incur as part of your service. Price of gross sales and COGS are sometimes used interchangeably, however they’ve key differences relying on the type of business. Each reflect the expenses incurred in delivering a services or products, but they’re categorized in a different way.

    what is cost of goods sold for a service business

    By investing capital, a enterprise or particular person seeks to earn a better return than the capital’s costs. Be Taught to calculate gross revenue margin accurately, keep away from widespread mistakes, and handle your income. Moreover, understanding COGS may help with forecasting and budgeting.

  • Capital: Definition, The Method It’s Used, Structure, And Kinds In Business

    Here’s what each service business needs to grasp about cost of products sold for companies. Your COGS can even inform you if you’re spending an extreme amount of on manufacturing prices. The higher your production costs, the upper you have to price your services or products to turn a revenue. Both kinds of corporations should report the “cost of products sold” or the “cost of sales” of their monetary statements. A business’s value of products bought can even shine a lightweight on areas where it can reduce to make extra profit. You might be surprised to find that you’re making much less revenue than you anticipated with certain merchandise.

    Finally, it will lead to having a better understanding of your business and where your profit centers lie. Now, let’s say you run a small manufacturing company that builds custom furniture. During the month, you purchase another $6,000 in supplies, and by the end of the month, you’ve obtained $5,000 value of uncooked supplies left. When you calculate COGS, you’re determining the price of what you truly bought throughout a sure interval what is cost of goods sold for a service business. You add your starting stock to any new purchases, then subtract no matter stock you continue to have on the end.

    what is cost of goods sold for a service business

    LIFO assumes the stock you most lately acquired is offered first. This can result in larger COGS and decrease profits during periods of inflation. LIFO isn’t permitted beneath International Monetary Reporting Requirements (IFRS) cost-accounting principles and lots of countries exterior the Usa don’t permit it. If you employ accounting software program like Xero, yow will discover https://www.kelleysbookkeeping.com/ COGS within the P&L/income parts of your monetary statements. You’ll see the COGS calculation does not reference the number of sales – it focuses on the worth of inventory initially and finish of the sales period as an alternative.

    • Economists monitor a number of metrics of capital including private earnings and private consumption from the Department of Commerce’s personal revenue and outlays reports.
    • These costs are incurred to draw new shoppers and promote providers but usually are not instantly related to the precise provision of services.
    • These are the value of purchases and embrace all objects, shipments, manufacturing, and so on.
    • Utilizing project administration software or detailed timesheets can considerably improve accuracy.

    COGS is a subcategory of expenses that accounts for the direct costs of producing items or purchasing stock for resale. Whole expenses include all other costs associated to operating the enterprise, corresponding to rent, utilities, administrative salaries, and mortgage curiosity. Stock turnover is the number of occasions a company sells and replenishes its inventory over an accounting interval. Managers and other users of financial statements might use this metric to measure how effectively an organization manages its inventory. A larger ratio is best than a low one, as a high ratio indicates the corporate is selling and replenishing stock quickly, decreasing holding costs, and minimizing obsolete inventory.

    what is cost of goods sold for a service business

    If you employ the FIFO method, the primary goods you sell are the ones you bought or manufactured first. Usually, because of this you sell your least expensive merchandise first. After you gather the above information, you’ll be able to start calculating your price of goods bought. Depending on your business and objectives, you might decide to calculate COGS weekly, monthly, quarterly, or yearly. In this guide, we look at what operating and non-operating expenses are and how finest to manage them.

    Nonetheless, for service-based businesses, the Cost Of Goods Bought perhaps slightly bit different as often there is no bodily inventory for them. Delivery Prices – Let’s say you personal an accounting agency that audits corporations. At the tip of the audit you print your report and mail copies to every member of the client’s board of administrators. If you discover yourself paying $100 to ship your report again to the board, that $100 must be included in price of income as a outcome of it is a essential expense that you just incur as part of your service. Price of gross sales and COGS are sometimes used interchangeably, however they’ve key differences relying on the type of business. Each reflect the expenses incurred in delivering a services or products, but they’re categorized in a different way.

    what is cost of goods sold for a service business

    By investing capital, a enterprise or particular person seeks to earn a better return than the capital’s costs. Be Taught to calculate gross revenue margin accurately, keep away from widespread mistakes, and handle your income. Moreover, understanding COGS may help with forecasting and budgeting.

  • When Was The Third Stimulus Verify Despatched Out And The Method To Claim It?

    We’re in the midst of tax return filing season, so the IRS is already busy processing tax returns. The tax company also has to ship refunds for people who reported unemployment compensation on their 2020 return and provide you with a method to send periodic baby tax credit funds later this 12 months. All of this might very nicely decelerate the processing and delivery of third-round stimulus checks. If a joint tax return is filed, a married couple might get two separate third stimulus payments.

    stimulus check 3

    You will not get any payment at all in case your AGI is above $80,000 (singles), $120,000 (head-of-household), or $160,000 (joint filers). The IRS has already acknowledged that the COVID-19 pandemic continues to trigger delays in some providers, together with paper and digital tax returns. Congress handed the $1.9 trillion reduction package deal with a 3rd spherical of $1,400 stimulus checks, topping off the $600 second stimulus funds and including as much as $2,000 for tens of millions of Individuals. Focused revenue limits, however, exclude individual taxpayers incomes over $80,000 and joint filers making over $160,000. Congress handed the coronavirus relief plan with targeted earnings limits for max stimulus funds to individual taxpayers earning underneath $75,000 and joint filers making as much as $150,000. A married couple may obtain $2,800, and a married couple with two kids could obtain $5,600.

    • More funds are on the way, and you can discover out when your next stimulus cost is anticipated to hit your checking account or get mailed utilizing the IRS „Get My Payment“ device.
    • To verify on Pennsylvania on-line portal for state tax refund, click on right here.
    • In The Meantime, in Virginia, Governor Glenn Youngkin has shared that qualifying residents will obtain tons of of dollars in tax rebates.
    • Prior tax returns, such as Kind 1040, can verify AGI and dependent data.

    That’s as a result of the IRS will have the power to instantly deposit the cost into your checking account. The IRS can even make a 3rd stimulus payment to a Direct Categorical debit card account, a U.S. Unlike direct stimulus payments, where funds have been issued instantly by the federal government to eligible folks, the Restoration Rebate Tax Credit Score will either cut back any taxes owed or enhance https://www.kelleysbookkeeping.com/ your tax refund. The third stimulus check was for $1,400 per eligible individual and married couples submitting jointly received a further $1,four hundred for every qualifying dependent.

    About 600,000 of this batch of funds were through direct deposit; the rest have been by paper checks. Stimulus fee quantities will be phased-out for individuals at certain revenue ranges. Your verify will be progressively reduced to zero should you’re single with an adjusted gross earnings stimulus check 3 (AGI) above $75,000. If you are married and file a joint tax return, the quantity of your stimulus examine will drop in case your AGI exceeds $150,000. If you claim the head-of-household submitting status on your tax return, your fee might be decreased if your AGI tops $112,500.

    stimulus check 3

    The company says that the typical tax refund in 2020 was more than $2,500, and it expects over one hundred fifty million tax returns to be filed in 2021. But whereas your stimulus money could possibly be taken to pay for personal debt, the new offsetting guidelines forestall the IRS from deducting overdue youngster help from eligible recipients. You ought to remember, nonetheless, that the IRS intercepted or lowered payment from the first round of stimulus checks for past-due child support. The $1.9 trillion coronavirus reduction plan features a third spherical of $1,four hundred stimulus funds, topping off the $600 checks that were already approved by Congress in December 2020, and adding as much as $2,000.

  • Restrictive Endorsement What’s It, Examples, Advantages

    By limiting how an instrument could be handled, it significantly reduces the danger of improper cashing or diversion if it falls into the incorrect palms. This management is very important for checks mailed or dealt with by a number of https://www.kelleysbookkeeping.com/ events before reaching their final destination. Much Less frequent, however valid, restrictive endorsements embody “For Collection Only” or “For Account of Payee Solely.” These similarly restrict the instrument’s use, sometimes indicating submission to a financial institution for collection only, not for quick credit or negotiation. Such endorsements make positive the instrument’s value is dealt with with particular, non-negotiable instructions.

    New Rules For Restrictive Endorsements

    It may be helpful to include your title throughout the company, corresponding to Associate, Accountant, etc. When the principles of the street that apply to banks don’t apply the same method to nonbank service providers. A G7 working group has released a statement outlining what policymakers and monetary institutions ought to consider when weighing the potential cybersecurity advantages of artificial intelligence towards misuse of the know-how by malicious actors. WASHINGTON − The Pentagon stated reporters who try to acquire or publish data that has not been licensed for public release might lose their press entry, in accordance with a brand new 17-page document obtained by USA TODAY. The Pentagon’s assaults on the press come in conjunction with the Trump Administration’s efforts to limit coverage and access to journalists. President Donald Trump also sued a number of news organizations throughout his first 9 months in office, including The Wall Avenue Journal and The Brand New York Instances, over their protection.

    • You may have to endorse a check in one other way, depending on the sort of transaction, corresponding to if you’re forwarding the funds to someone else.
    • Underneath President Trump’s proposed rule, the federal government would set the licensed admission and extension intervals for foreign college students and exchange visitors as a lot as the length of this system they’re participating in, not to exceed a 4-year interval.
    • This endorsement ensures funds are used for a specific purpose, as dictated by the endorser.
    • To make matters worse, the principles governing such checks have changed dramatically over the past four years, and efficient October 4, 1997 we have a complete new means that such transactions should be analyzed.
    • Although the check may „clear“ your account right away, which means the bank makes the funds available, these checks are normally fraudulent.

    Ordinarily, no surety will be required on a bond executed by a presenting bank. The Secretary of the Treasury reserves the proper, however, to require a surety in any case in which he considers such action necessary for the protection of the Usa. Unmatured coupons hooked up to restrictively endorsed securities should be canceled by imprinting the prescribed endorsement in such manner that a considerable portion of the endorsement will seem on every such coupon. If any such coupons are missing, deduction of their face quantity shall be made in cases of redemption, and in circumstances of trade, remittance equal to the face amount of the lacking coupons must accompany the securities. All matured coupons, together with coupons which will mature on or before the date of redemption or exchange (except as in any other case particularly offered in an announcement of an change offering), should be indifferent from securities upon which restrictive endorsements are to be imprinted.

    New Rules For Restrictive Endorsements

    The Uniform Business Code (UCC) governs commercial transactions, together with checks, and businesses adhering to those guidelines can avoid authorized disputes or penalties. This compliance is especially important for organizations in regulated industries, such as finance or healthcare, the place strict adherence to financial guidelines is essential. Restrictive endorsements on checks are a tool for making certain the secure and directed dealing with of funds. By specifying how a examine may be deposited or cashed, people and companies can safeguard in opposition to unauthorized transactions and financial New Rules For Restrictive Endorsements mishaps. One widely known restrictive endorsement is “For Deposit Only,” typically accompanied by an account quantity.

    Make purchases along with your debit card, and financial institution from almost anywhere by cellphone, tablet or pc and more than 15,000 ATMs and 5,000 branches. Endorsing a verify doesn’t require many steps, however it’s essential to take your time by way of every one. Skipping a step or making an error when endorsing a check may jeopardize whether a financial institution will settle for and course of it. Candidates should check embassy and consulate websites for more detailed details about visa software requirements and procedures, and to learn more about the embassy or consulate’s working status and providers. The SNPRM seeks to balance the goals of the RFS program in supporting the production and use of renewable fuels while considering financial impacts, following the legislation, and making certain alternative for public remark.

    New Rules For Restrictive Endorsements

  • Gross Profit Margin: How To Calculate It & Formulation

    Gross profit is a company’s whole revenue after deducting the price of doing enterprise, particularly its COGS. Gross revenue margin measures an organization’s revenue after subtracting its costs of doing business. Manufacturing and conventional retail sectors show rather more variation and generally lower margins.

    It lets you set ground costs, implement approval workflows for main discounts, and ship automated alerts when quotes strategy margin limits. This provides your sales staff with the pliability they need whereas stopping margin loss from arbitrary reductions, giving managers insight into doubtlessly risky deals before they close. Cost of products offered (COGS) is calculated by including up the various direct prices required to generate a company’s revenues. Importantly, COGS relies only on the costs that are immediately utilized in producing that revenue, such because the company’s stock or labor prices that might be attributed to specific gross sales.

    net sales - cost of goods sold =' 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'/></p>
<p>While the number may be calculated manually, utilizing accounting software’s such as Deskera Books helps observe revenue and expenses accurately, providing you with a web earnings figure you could belief. Internet credit gross sales are gross sales made on credit score and are the revenues your corporation generates on account of selling goods to prospects on credit score. This implies that web <a href='https://www.kelleysbookkeeping.com/https://www.kelleysbookkeeping.com/ credit score gross sales don’t include any sales made on cash, but they do take into account sales return and gross sales allowances.

    net sales - cost of goods sold =' 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<p>The price of gross sales and value of products sold (COGS) are crucial when analyzing whether or not a enterprise is profitable. However, corporations typically list COGS or cost of sales (and sometimes both) on their revenue statements, leading to confusion about what they mean. Fortunately, for those confused, there is almost no distinction between COGS and price of sales in practical phrases. When these are taken away, what’s left is your net sales for a given interval. Accounting for web sales can make it simpler to discover out other financial health KPIs.</p>
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    City Corridor’s statement deck is positioned directly under the bottom of the statue, about 500 ft (150 m) above road stage.24 As Soon As enclosed with chain-link fencing, the remark deck is now enclosed by glass. It is reached in a 6-person elevator whose glass panels enable visitors to see the inside of the iron superstructure that caps the tower and supports the statuary and clocks. The ornamentation of the tower has been simplified; the massive garlands that festooned the highest panels of the tower were eliminated.

    The Final Word Acronym Test

    For instance, if you’re selling a limited-time supply, include the vital thing details throughout the topic line using EOM to create a sense of urgency and encourage recipients to open the email. E-mail advertising is all about grabbing the reader’s consideration and conveying key data shortly. EOM allows you to communicate the most important features of your message directly in the topic line, making it easier for recipients to grasp the worth and relevance of your e mail.

    To ensure that the utilization of EOM is effective, you will want to comply with finest practices. These ideas https://accounting-services.net/ will ensure that communication stays professional, applicable, and productive. In conditions where affirmation is brief or easy, utilizing EOM can streamline communication.

    Begin by attempting out totally different EOM variations and monitor how your recipients reply. Monitor necessary metrics such as open charges, click-through rates, and response charges to grasp which EOM format tends to be more practical in capturing consideration and prompting motion. Firstly, be clear in your subject line by offering sufficient information for the recipient to know the context of the e-mail. This contains key particulars such as the subject, action required, or any important deadlines. By being clear in your topic line, you’ll find a way to avoid confusion or misunderstandings.

    When you’re limited to conveying your message within the subject line, it forces you to prioritize the most important information. This brevity conveys information extra successfully, minimizing the possibilities of miscommunication or misunderstandings. By embracing EOM and minimizing pointless e-mail interactions, you can streamline your communication course of, save time, and navigate your e mail correspondence more effectively. In addition to saving time for each the sender and the recipient, decreasing back-and-forth e-mail exchanges with EOM ensures higher productiveness and efficiency.

    • Amongst the assorted payment phrases, “Net 10 EOM” is a typical and specific instance used throughout many industries.
    • EOD means “end of day.” You should learn how your employer uses this term.
    • Moving ahead, we are going to proceed to observe progress and make any necessary adjustments to ensure that we ship a successful project.
    • For instance, „Don’t forget concerning the joyful hour at 5 PM! – EOM“ communicates the essential data in a relaxed manner without extra verbiage.

    When a woman uses the term EOM, it normally means the same thing as it does for everyone else. Ladies use it in the same means as guys do, to save tons of time and point out that there is no need to open the e-mail as a end result of all the mandatory info is within the topic line. Whereas EOM could be a valuable tool for streamlining e mail communication, it’s important to use it appropriately and judiciously.

    what does eom mean

    Be conscious of how your recipients typically what does eom mean talk and adjust your use of EOM accordingly. Whereas EOM is helpful in casual settings, maintaining professionalism is crucial in more formal communications. Be even handed in your use of EOM, significantly when addressing superiors or clients.

    – Keep observe of your stock levels and reorder merchandise as wanted. This will help you avoid any shortage issues on the finish of the month. Do not use EOM in case your message requires an in depth dialogue or a prolonged reply. These acronyms also purpose to make communication sooner and more efficient.

  • Cost Of Gross Sales Cos: What Is It & How Is It Calculated?

    One of an important aspects of working a enterprise is understanding how a lot it costs to produce and promote your services or products. This is the place the terms price of gross sales and cost of products offered are available. These two terms are often used interchangeably, however they aren’t precisely the identical. Relying on the type of business you have, the trade you use in, and the accounting method you use, you may want to choose one term over the opposite to accurately report your revenue and bills. In this part, we will clarify the distinction between value of sales and price of products bought, and how to determine on the right term for your business.

    what makes up cost of sales

    Utilizing the above method, this leaves them with a value of sales of $8,000. For example, a furniture store starts out the month with $20,000 value of inventory, purchases $10,000 of inventory all through the month, after which has $15,000 worth left over at the finish of the month. Utilizing the usual formulation, this leaves them with a cost of sales of $15,000. Finally, the value of gross sales helps a business stay financially agile, making it extra efficient, profitable, and sustainable. This method ensures you’re solely accounting for the stock that actually generated gross sales by way of the accounting period, portray an correct image of the fee per sale. It’s equally important to grasp what should not be included in Price of Gross Sales.

    How Does Inventory Affect Value Of Sales?

    The ending inventory is the value of the products or companies which might be still out there on the market at the finish of the accounting interval. The different expenses what makes up cost of sales are the oblique or variable prices that are related to the sales process, such as marketing, distribution, or commissions. Decreasing the worth of sales by even a small amount can drastically improve profit margins.

    what makes up cost of sales

    Leveraging Expertise For Price Effectivity

    You can also use lean manufacturing or Six Sigma techniques to identify and get rid of defects, errors, or inefficiencies in your course of https://www.kelleysbookkeeping.com/. You can even practice your workers to enhance their expertise and efficiency, and inspire them with incentives or rewards. Remember, the price of sales is an important metric that provides useful insights into an organization’s monetary health, profitability, and operational efficiency. By understanding its components and significance, businesses could make knowledgeable choices to drive development and success.

    • At the start of the year, the start stock is the worth of stock, which is the top of the previous year.
    • As a end result, the value point for the t-shirts must cover this price, plus somewhat additional for profit.
    • Relying on your small business, you would possibly need to account for issues like returns, discounts, or freight costs.
    • This could be so simple as utilizing an Order management software, Epos system or accessing a batch cost characteristic for multiple recipients.
    • Price of gross sales, also called value of products bought (COGS), represents the direct costs incurred in producing or delivering the products or providers sold by a business.

    Free Financial Modeling Lessons

    what makes up cost of sales

    By using a balanced scorecard strategy, you can get a comprehensive and holistic view of your corporation well being and success. By optimising COGS, you can witness important improvements in profitability and operational efficiency. You can increase your profit margins, strengthen your pricing technique, improve cash move, and revel in long-term scalability and confidence in the face of buyers and stakeholders. Decreasing the COS can even improve a business’s competitiveness, as it can enable them to set lower costs or offer extra competitive terms to customers. This can improve gross sales quantity and revenue, which may drive business growth. Furthermore, decreasing the COS can improve cash circulate, as businesses can retain more of their income as revenue, which could be invested in growth initiatives or returned to shareholders.

    How Does The Price Of Sales Affect Profitability?

    If your material waste is excessive, take a glance at methods to revamp your manufacturing process to reduce this waste. Analytic tools may be utilised to extend customer acquisition and engagement, create a extra personalised buyer experience, and scale back buyer churn. Your balance of purchases account, at the finish of the reporting interval, is moved to your inventory account.

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