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Accrual Vs Deferral

November 2, 2021
Bill Kimball
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" alt="accrual vs deferral" class="aligncenter" style="display: block;margin-left:auto;margin-right:auto;" width="381" height="285" /></p> <p>When calculating approximated rates of return, where the calculation methodology requires an adjustment for the daily-weighting of cash flows, the formula reflects a weight for each external cash flow. The cash flow weight is determined by the amount of time the cash flow is held in the portfolio.</p> </p> <ul> <li>Businesses require the allocation of both incomes and expenses to the same accounting period.</li> <li>In the case of the deferral of an expense transaction, you would debit an asset account instead of an expense account.</li> <li>So, we will begin by taking a close look at the definition of accruals and a few examples.</li> <li>DebitCreditRent Expense$250Prepaid Rent$250Under the cash basis of accounting, deferred revenue and expenses are not recorded because income and expenses are recorded as the cash comes in or goes out.</li> <li>But under most circumstances, revenue will be recorded and reported after a sale is complete, and the customer has received the goods or services.</li> <li>When such income item is earned, the related revenue item is recognized, and the deferred revenue is reduced.</li> </ul> <p>In an instance whereby a company owes a supplier but is yet to pay, the expense is recorded in an accrued expenses account and is hence termed as a liability. The accrual of revenues or a revenue accrual refers to the reporting of revenue and the related asset in the period in which they are earned, and which is prior to processing a sales invoice or receiving the money. An example of the accrual of revenues is a bond investment&#8217;s interest that is earned in December but the money will not be received until a later accounting period. This interest should be recorded as of December 31 with an accrual adjusting entry that debits Interest Receivable and credits Interest Income. An example of an expense accrual is the electricity that is used in December where neither the bill nor the payment will be processed until January. The December electricity should be recorded as of December 31 with an accrual adjusting entry that debits Electricity Expense and credits a liability account such as Accrued Expenses Payable.</p> </p> <p>Outside of work, Faye is a big fan video games especially League of Legends which she has been playing since many years. Grouch provides services to the local government under a contract that only allows it to bill the government at the end of a three-month project. In the first month, Grouch generates $4,000 of billable services, for which it can accrue revenue in that month. A liability is something a person or company owes, usually a sum of money. For example, a software company signs a customer to a three-year service contract for $48,000 per year, and the customer pays the company $48,000 upfront on January 1st for the maintenance service for the entire year. Deferred revenue is most common among companies selling subscription-based products or services that require prepayments. Goods received and consumed or sold, for which no supplier invoice has yet been received.</p> </p> <p><h2>Defining Deferred Revenue And Deferred Expenses</h2> </p> <p>Unearned RevenueUnearned revenue is the advance payment received by the firm for goods or services that have yet to be delivered. In other words, it comprises the amount received for the goods delivery that will take place at a future date. Cash ReceiptA cash receipt is a small document that works as evidence that the amount of cash received during a transaction involves transferring cash or cash equivalent.</p> </p> <p><img 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" alt="accrual vs deferral" class="aligncenter" style="display: block;margin-left:auto;margin-right:auto;" width="480" height="360" /></p> <p>•Firms must calculate all returns after the deduction of the actual trading expenses incurred during the period. By measuring and responding to the outcomes that capture the value of the library, innovation accounting allows for more flexibility in prioritizing ongoing operations as the library strives to achieve its goals. For example, the value of an academic library on a college campus is often reduced to how much use—most broadly defined—the library achieves given it&rsquo;s current expenses. In innovation accounting, such contributions and value are made explicit and are used to drive the library&rsquo;s decisions as it develops into a learning organization.</p> </p> <p>A deferral system aims to decrease the debit account and credit the revenue account. An adjusting journal entry occurs at the end of a reporting period to record any unrecognized income or expenses for the period. Deferred revenue, also known asunearned revenue, refers to advance payments a company receives for products or services that are to be delivered or performed in the future. Accrued expenses refer to expenses that are recognized on the books before they have actually been paid.</p> </p> <p><h2>Additional Services</h2> </p> <p>Expense Recognition PrincipleThe Expense Recognition Principle is an accounting principle that states that expenses should be recorded and compiled in the same period as revenues. When the bill is paid, the entry would be adjusted by debiting cash by $10,000 and crediting accounts receivable by $10,000. So, what&rsquo;s the difference between the accrual method and the deferral method in accounting? Let&rsquo;s explore both methods, walk through some examples, and examine the key differences. Accrual accounting is an accounting method that measures the performance of a company by recognizing economic events regardless of when the cash transaction occurs. Deferred revenue is the portion of a company&#8217;s revenue that has not been earned, but cash has been collected from customers in the form of prepayment. The reversal of the AVAE during next fiscal year will result in a credit to income, appropriately moving recognition of the income to next fiscal year.</p> </p> <p>Some companies record the entire contract value in accounts receivable and deferred revenue to show the potential economic impact of future contracts on the <a href="https://www.bookstime.com/articles/accruals-and-deferrals">accrual vs deferral</a> present value of the business. Deferred revenue should not be used as a double entry account along with accounts receivable to reveal contract values.</p> </p> <p>So recognition of events in books before cash flow is known as accruals whereas recognition of events after cash flow is referred to as deferrals. Revenue recognition is the basic principle of accrual accounting and there are two ways to recognize revenues. They can be recognized when they are realized or when good or services have been delivered or rendered. Accrual accounting is just the opposite of cash accounting where revenue recognition is done only when cash is received or payment made irrespective of time when goods or services are rendered. In order to comply with the revenue recognition and matching principles, revenues and expenses have to be reported in the time period in which they are earned or incurred. Accruals and deferrals are instrumental in helping this proper reporting of revenues and expenses happen. Accruals and deferrals require adjusting entries at the end of the accounting period.</p> </p> <p><img 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" alt="accrual vs deferral" class="aligncenter" style="display: block;margin-left:auto;margin-right:auto;" width="369" height="655" /></p> <p>Deferred revenue is the accounting strategy used in accrual accounting when you do not recognize revenue immediately upon receipt, but instead recognize that revenue over time. These are recorded before financial statements are prepared, so the statements reflect all revenue earned, and expenses incurred. Therefore, an accrual type adjusting entry is made for the revenues earned as per the services provided, even though they will be billed at the end of their accounting period. In business settings, accountants may use the term in a statement such as, &ldquo;The interest earned off of the loan given has to be accrued.&rdquo; This refers to the interest that the company earned through the loan given. The interest may not have been received as the accounting period completes sometime in the future. The not-yet-recognized portion of such costs remains as prepayments to prevent such cost from turning into a fictitious loss in the monthly period it is billed, and into a fictitious profit in any other monthly period. When the interest is received, the entry is to debit cash, increasing it, and to credit interest receivable, zeroing it out.</p> </p> <p>When writing, please provide details of your inquiry, such as document number, account number, screenshot of error, etc. Accrued revenue serves to demonstrate how the business is doing in the long run. It also helps in understanding how sales are contributing to profitability and long-term growth. Lighter Capital combines the best of equity and debt to make it easy for entrepreneurs to get the funding they need, when they need it.</p> </p> <p>Accrued revenue refers to goods or services you provided to the customer, but for which you have not yet received payment. Most of the time, accountants will list this revenue with &ldquo;accounts receivable&rdquo; on their balance sheet at the time of the transaction. This can be done before cash payment has been received, and usually before an invoice has been raised. An accrual system aims at recognizing revenue in the income statement before the payment is received. On the other hand, a deferral system aims at decreasing the debit account and crediting the revenue account. This refers to revenue that are recorded in financial records once the transactions is carried out, regardless of whether cash has been received.</p> </p> <p><h2>How To Record An Accrual</h2> </p> <p>•The chosen calculation methodology must adjust for daily-weighted external cash flows for periods beginning 1 January 2005, at the latest. The formula is suggestive rather than an attempt to partition accounting numbers into separate quantities. Accounting numbers constitute any of the numbers from any of the financial statements, but the most common number is earnings. Clearly, accountants would prefer that all Accounting Numbers reflect Economic Substance. An accrual of an expense refers to the reporting of an expense and the related liability in the period in which they occur, and that period is prior to the period in which the payment is made. An example of an accrual for an expense is the electricity that is used in December, but the payment will not be made until January. 17See AICPA letter to Andrew Keyso Jr., IRS associate chief counsel, dated April 23, 2015, regarding the tax treatment of deferred revenue in taxable asset acquisitions, available at</p> </p> <p>When recording a transaction, every debit entry must have a corresponding credit entry for the same dollar amount, or vice-versa. Anderson Autos is a company with 8 car dealerships in the Seattle, Washington area. Anderson provides each of his dealerships with magazine and newspaper subscriptions so that customers have something to read while waiting. To get a discount, Anderson pays the full subscription amounts in advance of the renewals. Concern expenses and revenue that have already been provided but are not yet paid for. Now that you know the basics of accruals and deferrals let&rsquo;s look at some of the differences between the two in the below table.</p> </p> <p><h2>An Example Of Adjusting Entries</h2> </p> <p>When such income item is earned, the related revenue item is recognized, and the deferred revenue is reduced. Deferrals are the result of cash flows occurring before they are allowed to be recognized under accrual accounting. As a result, adjusting entries are required to reconcile a flow of cash (or rarely other non-cash items) with events that have not occurred yet as either liabilities or assets. Because of the similarity between deferrals and their corresponding accruals, they are commonly conflated. On the financial statements, accrued revenue is reported as an adjusting journal entry under current assets on the balance sheet and as earned revenue on the income statement of a company.</p> </p> <p>These accounts are not static, and if you see these numbers never changing, most likely there are errors that need to be corrected. Revenue accounts may be reviewed to be sure there are no deposits that need to be moved out into the liability account. The journal entry to correct this problem is to debit or decrease regular revenue and credit or increase a deposit or other liability account. When the seller fulfills your order, delivers the asset, or provides the service, you will then record a debit to the expense account for the cost of the purchase and then a credit to the prepaid expense account. Once the product or service is provided, you should record an adjustment as a debit to deferred revenue and a credit to revenue for the payment amount. Accrued expenses, like business taxes, will be recorded as a debit to the accrued tax expense account and as a credit to the taxes payable account. As your company brings in revenue, under accrual accounting, you would record it immediately instead of when the customers actually pay for your product or service.</p> </p> <p><h2>What It Means To Be Deferred?</h2> </p> <p>Income for one fiscal year must be billed or received (i.e., posted) in the next fiscal year. In July of one fiscal year, you received registration fees for a conference held in June of the prior fiscal year. Capitalized equipment (at or above $5,000) and space leases will be accrued by Capital Asset Accounting and do not need to be accrued by campus departments. Please make sure the correct receipt date is entered in CAMS before June Prelim closes.</p> </p> <div itemScope itemProp="mainEntity" itemType="https://schema.org/Question"> <div itemProp="name"> <h3>What is AR balance?</h3> </div> <div itemScope itemProp="acceptedAnswer" itemType="https://schema.org/Answer"> <div itemProp="text"> <p>Accounts receivable (AR) is the balance of money due to a firm for goods or services delivered or used but not yet paid for by customers. &#8230; AR is any amount of money owed by customers for purchases made on credit.</p> </div></div> </div> <p>A deferral accounts for expenses that have been prepaid, or early receipt of revenues. In other words, it is payment made or payment received for products or services not yet provided. Deferrals allows the expense or revenue to be later reflected on the financial statements in the same time period the product or service was delivered. These adjusting entries are used in every business to reflect the true state of accounts due to the matching principle of bookkeeping accounting. Matching principle says directly is a set of guidelines that directs the company to report each expense which is related to the income of that reporting period. These adjusting entries occur before the financial statements of the reporting period are released.</p> </p> <p><h2>Cash Versus Accrual Accounting</h2> </p> <p>Any prepaid expenses are made in advance of receiving the goods or services. So, when you&rsquo;re prepaying insurance, for example, it&rsquo;s typically recognized on the balance sheet as a current asset and then the expense is deferred. The amount of the asset is typically adjusted monthly by the amount of the expense. In cash accounting, you would recognize the revenue when it comes in but not the expense for the products you purchased until you paid for them, which might not be until Q1 of the following year.</p> </p> <p>Spread out over future points in time in situations where payment is received upfront and the service is provided over time . In this case the cost is deferred over a number of years, rather than a number of months, as in the insurance example above. DateAccountDebitCreditApr-2Cash$36Unearned Subscription revenue$36To record 1 year subscription receivedEach month, as issues of the magazine are mailed, the company recognizes subscription revenue. It is the level at which a client-initiated external flow of cash and or securities into or out of a portfolio may distort performance if the portfolio is not revalued. Firms must define the amount in terms of the value of the cash/asset flow, or in terms of a percentage of portfolio or composite assets.</p> "

accrual vs deferral

When calculating approximated rates of return, where the calculation methodology requires an adjustment for the daily-weighting of cash flows, the formula reflects a weight for each external cash flow. The cash flow weight is determined by the amount of time the cash flow is held in the portfolio.

  • Businesses require the allocation of both incomes and expenses to the same accounting period.
  • In the case of the deferral of an expense transaction, you would debit an asset account instead of an expense account.
  • So, we will begin by taking a close look at the definition of accruals and a few examples.
  • DebitCreditRent Expense$250Prepaid Rent$250Under the cash basis of accounting, deferred revenue and expenses are not recorded because income and expenses are recorded as the cash comes in or goes out.
  • But under most circumstances, revenue will be recorded and reported after a sale is complete, and the customer has received the goods or services.
  • When such income item is earned, the related revenue item is recognized, and the deferred revenue is reduced.

In an instance whereby a company owes a supplier but is yet to pay, the expense is recorded in an accrued expenses account and is hence termed as a liability. The accrual of revenues or a revenue accrual refers to the reporting of revenue and the related asset in the period in which they are earned, and which is prior to processing a sales invoice or receiving the money. An example of the accrual of revenues is a bond investment’s interest that is earned in December but the money will not be received until a later accounting period. This interest should be recorded as of December 31 with an accrual adjusting entry that debits Interest Receivable and credits Interest Income. An example of an expense accrual is the electricity that is used in December where neither the bill nor the payment will be processed until January. The December electricity should be recorded as of December 31 with an accrual adjusting entry that debits Electricity Expense and credits a liability account such as Accrued Expenses Payable.

Outside of work, Faye is a big fan video games especially League of Legends which she has been playing since many years. Grouch provides services to the local government under a contract that only allows it to bill the government at the end of a three-month project. In the first month, Grouch generates $4,000 of billable services, for which it can accrue revenue in that month. A liability is something a person or company owes, usually a sum of money. For example, a software company signs a customer to a three-year service contract for $48,000 per year, and the customer pays the company $48,000 upfront on January 1st for the maintenance service for the entire year. Deferred revenue is most common among companies selling subscription-based products or services that require prepayments. Goods received and consumed or sold, for which no supplier invoice has yet been received.

Defining Deferred Revenue And Deferred Expenses

Unearned RevenueUnearned revenue is the advance payment received by the firm for goods or services that have yet to be delivered. In other words, it comprises the amount received for the goods delivery that will take place at a future date. Cash ReceiptA cash receipt is a small document that works as evidence that the amount of cash received during a transaction involves transferring cash or cash equivalent.

accrual vs deferral

•Firms must calculate all returns after the deduction of the actual trading expenses incurred during the period. By measuring and responding to the outcomes that capture the value of the library, innovation accounting allows for more flexibility in prioritizing ongoing operations as the library strives to achieve its goals. For example, the value of an academic library on a college campus is often reduced to how much use—most broadly defined—the library achieves given it’s current expenses. In innovation accounting, such contributions and value are made explicit and are used to drive the library’s decisions as it develops into a learning organization.

A deferral system aims to decrease the debit account and credit the revenue account. An adjusting journal entry occurs at the end of a reporting period to record any unrecognized income or expenses for the period. Deferred revenue, also known asunearned revenue, refers to advance payments a company receives for products or services that are to be delivered or performed in the future. Accrued expenses refer to expenses that are recognized on the books before they have actually been paid.

Additional Services

Expense Recognition PrincipleThe Expense Recognition Principle is an accounting principle that states that expenses should be recorded and compiled in the same period as revenues. When the bill is paid, the entry would be adjusted by debiting cash by $10,000 and crediting accounts receivable by $10,000. So, what’s the difference between the accrual method and the deferral method in accounting? Let’s explore both methods, walk through some examples, and examine the key differences. Accrual accounting is an accounting method that measures the performance of a company by recognizing economic events regardless of when the cash transaction occurs. Deferred revenue is the portion of a company’s revenue that has not been earned, but cash has been collected from customers in the form of prepayment. The reversal of the AVAE during next fiscal year will result in a credit to income, appropriately moving recognition of the income to next fiscal year.

Some companies record the entire contract value in accounts receivable and deferred revenue to show the potential economic impact of future contracts on the accrual vs deferral present value of the business. Deferred revenue should not be used as a double entry account along with accounts receivable to reveal contract values.

So recognition of events in books before cash flow is known as accruals whereas recognition of events after cash flow is referred to as deferrals. Revenue recognition is the basic principle of accrual accounting and there are two ways to recognize revenues. They can be recognized when they are realized or when good or services have been delivered or rendered. Accrual accounting is just the opposite of cash accounting where revenue recognition is done only when cash is received or payment made irrespective of time when goods or services are rendered. In order to comply with the revenue recognition and matching principles, revenues and expenses have to be reported in the time period in which they are earned or incurred. Accruals and deferrals are instrumental in helping this proper reporting of revenues and expenses happen. Accruals and deferrals require adjusting entries at the end of the accounting period.

accrual vs deferral

Deferred revenue is the accounting strategy used in accrual accounting when you do not recognize revenue immediately upon receipt, but instead recognize that revenue over time. These are recorded before financial statements are prepared, so the statements reflect all revenue earned, and expenses incurred. Therefore, an accrual type adjusting entry is made for the revenues earned as per the services provided, even though they will be billed at the end of their accounting period. In business settings, accountants may use the term in a statement such as, “The interest earned off of the loan given has to be accrued.” This refers to the interest that the company earned through the loan given. The interest may not have been received as the accounting period completes sometime in the future. The not-yet-recognized portion of such costs remains as prepayments to prevent such cost from turning into a fictitious loss in the monthly period it is billed, and into a fictitious profit in any other monthly period. When the interest is received, the entry is to debit cash, increasing it, and to credit interest receivable, zeroing it out.

When writing, please provide details of your inquiry, such as document number, account number, screenshot of error, etc. Accrued revenue serves to demonstrate how the business is doing in the long run. It also helps in understanding how sales are contributing to profitability and long-term growth. Lighter Capital combines the best of equity and debt to make it easy for entrepreneurs to get the funding they need, when they need it.

Accrued revenue refers to goods or services you provided to the customer, but for which you have not yet received payment. Most of the time, accountants will list this revenue with “accounts receivable” on their balance sheet at the time of the transaction. This can be done before cash payment has been received, and usually before an invoice has been raised. An accrual system aims at recognizing revenue in the income statement before the payment is received. On the other hand, a deferral system aims at decreasing the debit account and crediting the revenue account. This refers to revenue that are recorded in financial records once the transactions is carried out, regardless of whether cash has been received.

How To Record An Accrual

•The chosen calculation methodology must adjust for daily-weighted external cash flows for periods beginning 1 January 2005, at the latest. The formula is suggestive rather than an attempt to partition accounting numbers into separate quantities. Accounting numbers constitute any of the numbers from any of the financial statements, but the most common number is earnings. Clearly, accountants would prefer that all Accounting Numbers reflect Economic Substance. An accrual of an expense refers to the reporting of an expense and the related liability in the period in which they occur, and that period is prior to the period in which the payment is made. An example of an accrual for an expense is the electricity that is used in December, but the payment will not be made until January. 17See AICPA letter to Andrew Keyso Jr., IRS associate chief counsel, dated April 23, 2015, regarding the tax treatment of deferred revenue in taxable asset acquisitions, available at

When recording a transaction, every debit entry must have a corresponding credit entry for the same dollar amount, or vice-versa. Anderson Autos is a company with 8 car dealerships in the Seattle, Washington area. Anderson provides each of his dealerships with magazine and newspaper subscriptions so that customers have something to read while waiting. To get a discount, Anderson pays the full subscription amounts in advance of the renewals. Concern expenses and revenue that have already been provided but are not yet paid for. Now that you know the basics of accruals and deferrals let’s look at some of the differences between the two in the below table.

An Example Of Adjusting Entries

When such income item is earned, the related revenue item is recognized, and the deferred revenue is reduced. Deferrals are the result of cash flows occurring before they are allowed to be recognized under accrual accounting. As a result, adjusting entries are required to reconcile a flow of cash (or rarely other non-cash items) with events that have not occurred yet as either liabilities or assets. Because of the similarity between deferrals and their corresponding accruals, they are commonly conflated. On the financial statements, accrued revenue is reported as an adjusting journal entry under current assets on the balance sheet and as earned revenue on the income statement of a company.

These accounts are not static, and if you see these numbers never changing, most likely there are errors that need to be corrected. Revenue accounts may be reviewed to be sure there are no deposits that need to be moved out into the liability account. The journal entry to correct this problem is to debit or decrease regular revenue and credit or increase a deposit or other liability account. When the seller fulfills your order, delivers the asset, or provides the service, you will then record a debit to the expense account for the cost of the purchase and then a credit to the prepaid expense account. Once the product or service is provided, you should record an adjustment as a debit to deferred revenue and a credit to revenue for the payment amount. Accrued expenses, like business taxes, will be recorded as a debit to the accrued tax expense account and as a credit to the taxes payable account. As your company brings in revenue, under accrual accounting, you would record it immediately instead of when the customers actually pay for your product or service.

What It Means To Be Deferred?

Income for one fiscal year must be billed or received (i.e., posted) in the next fiscal year. In July of one fiscal year, you received registration fees for a conference held in June of the prior fiscal year. Capitalized equipment (at or above $5,000) and space leases will be accrued by Capital Asset Accounting and do not need to be accrued by campus departments. Please make sure the correct receipt date is entered in CAMS before June Prelim closes.

What is AR balance?

Accounts receivable (AR) is the balance of money due to a firm for goods or services delivered or used but not yet paid for by customers. … AR is any amount of money owed by customers for purchases made on credit.

A deferral accounts for expenses that have been prepaid, or early receipt of revenues. In other words, it is payment made or payment received for products or services not yet provided. Deferrals allows the expense or revenue to be later reflected on the financial statements in the same time period the product or service was delivered. These adjusting entries are used in every business to reflect the true state of accounts due to the matching principle of bookkeeping accounting. Matching principle says directly is a set of guidelines that directs the company to report each expense which is related to the income of that reporting period. These adjusting entries occur before the financial statements of the reporting period are released.

Cash Versus Accrual Accounting

Any prepaid expenses are made in advance of receiving the goods or services. So, when you’re prepaying insurance, for example, it’s typically recognized on the balance sheet as a current asset and then the expense is deferred. The amount of the asset is typically adjusted monthly by the amount of the expense. In cash accounting, you would recognize the revenue when it comes in but not the expense for the products you purchased until you paid for them, which might not be until Q1 of the following year.

Spread out over future points in time in situations where payment is received upfront and the service is provided over time . In this case the cost is deferred over a number of years, rather than a number of months, as in the insurance example above. DateAccountDebitCreditApr-2Cash$36Unearned Subscription revenue$36To record 1 year subscription receivedEach month, as issues of the magazine are mailed, the company recognizes subscription revenue. It is the level at which a client-initiated external flow of cash and or securities into or out of a portfolio may distort performance if the portfolio is not revalued. Firms must define the amount in terms of the value of the cash/asset flow, or in terms of a percentage of portfolio or composite assets.