Retirement Planning

# Annuity Maturity

## What is annuity maturity?

A due annuity is an annuity that is paid immediately at the beginning of each period. A common example of an annuity payment due is rent, as landlords typically require payment at the beginning of a new month, rather than after the tenant has taken a full month of apartment benefits.

### key takeaways

• A due annuity is an annuity that is paid immediately at the beginning of each period.
• Maturity annuities can be contrasted with ordinary annuities paid at the end of each period.
• A common example of an annuity payable is the rent paid at the beginning of each month.
• An example of an ordinary annuity includes a loan, such as a mortgage.
• The present value and future value formulas for annuities due to maturity differ slightly from those for ordinary annuities because they take into account differences in the timing of payments.

## How Annuity Maturity Works

Annuity maturity needs to be paid at the beginning of each annuity period, not at the end. The annuity payments that individuals receive when due are legally represented as assets. At the same time, individuals paying an annuity when it matures have statutory debt obligations that need to be paid on a regular basis.

Since a series of annuity due payments reflect many future cash inflows or outflows, the payer or recipient of funds may wish to calculate the full value of the annuity while taking into account the time value of money. This can be achieved by using present value calculations.

The present value table for annuities due to maturity shows the expected interest rate at the top of the table and the number of periods in the far left column. The intersecting unit between the appropriate interest rate and the number of periods represents the present value multiplier. Find the product of an annuity payment due and the present value multiplier to find the present value of the cash flow.

Lifetime annuity maturities are a financial product sold by insurance companies that require annuity payments to be paid at the beginning of each month, quarter, or year, rather than at the end. This is an annuity that provides payments to the holder during the distribution period as long as the holder is alive. After the annuitant dies, the insurance company keeps any funds left over.

## Annuity Maturity vs Ordinary Annuity

Annuity payments due are money issued periodically at the beginning of a period. Alternatively, ordinary annuity payments are money issued periodically at the end of a period. The contract and commercial agreement outline this payment and are based on when benefits are received. When paying expenses, the beneficiary pays the annuity payment due before receiving the benefit, while the beneficiary pays the ordinary payment due after the benefit occurs.

The timing of annuity payments is critical in terms of opportunity cost. Recipients can invest in annuity payments due at the beginning of the month to accrue interest or capital gains. This is why maturity annuities are more beneficial to the recipient, as they have the potential to use the funds more quickly. Alternatively, an individual paying an annuity when it matures loses the opportunity to use those funds for the entire period. Therefore, those paying annuities tend to prefer ordinary annuities.

## Annuity Maturity Example

Due to any recurring obligations, there may be an annuity due. Many monthly bills, such as rent, car payments, and cell phone payments, are annuities due because the beneficiary must pay them at the beginning of the billing period. Insurance premiums are usually annuities due because insurance companies require payments at the beginning of each insurance period. Annuity maturities are also often associated with saving for retirement or saving for a specific purpose.

## How to Calculate the Value of an Annuity Maturity

The present and future values ​​of an annuity due to maturity can be calculated by slightly modifying the present and future values ​​of an ordinary annuity.

### Present value of the annuity due

The present value of an annuity due tells us the present value of a series of expected annuity payments. In other words, it shows how much the total to be paid in the future is worth now.

Calculating the present value of an annuity to maturity is similar to calculating the present value of an ordinary annuity. However, there are subtle differences in when annuity payments are due. Payments are made at the beginning of the interval for maturity annuities, and at the end of the period for ordinary annuities. The formula for the present value of an annuity payable is:

and:

• C = cash flow per period
• i = interest rate
• n = number of payments

Let’s look at an example of the present value of an annuity payable. Let’s say you’re a designated beneficiary to receive \$1,000 immediately per year for 10 years at 3% APR. You want to know how much today’s payment flow is worth to you. According to the present value formula, the present value is \$8,786.11.

### The future value of the annuity at maturity

The future value of an annuity due shows us the final value or value on a future date of a series of expected payments.

Just as the present value of ordinary annuities and maturity annuities are calculated differently, the monetary future value of ordinary annuities and maturity annuities are calculated differently. The future value of the maturity annuity is calculated as follows:

Using the same example, we calculate the future value of the revenue payment stream to be \$11,807.80.

## Annuity Maturity FAQs

### Which is better, ordinary annuity or maturity annuity?

Whether a regular annuity or a maturity annuity is better depends on whether you are the recipient or the payer. As a payee, an annuity at maturity is often preferred because you receive payments up front for a specific term, giving you immediate access to your funds and a higher present value than a regular annuity. As a payer, ordinary annuities can be beneficial when you pay at the end of the period rather than at the beginning. You can use these funds for the entire period before making a payment.

Usually, you don’t have a choice. For example, an insurance premium is an example of an annuity due, where the premium is paid at the beginning of the insurance period. A car payment is an example of an ordinary annuity that pays at the end of the coverage period.

### What is an immediate annuity?

An immediate annuity is an account funded by a one-time deposit that produces an immediate stream of income payments. Income can be a defined amount (for example, \$1,000/month), a defined period (for example, 10 years), or a lifetime.

### How do you calculate the future value of an annuity due?

The future value of the annuity at maturity is calculated using the following formula:

Where

• C = cash flow per period
• i = interest rate
• n = number of payments

### What does annuity mean?

An annuity is an insurance product designed to make immediate or future payments to the annuity owner or named recipient. Account holders either make a one-time payment or a series of payments to an annuity, receive an immediate stream of income, or defer receipt of payments until some time in the future, usually after a tax-deferred accumulation period in which the account earns interest.

### What happens when the annuity expires?

Once the annuity expires, the contract terminates and no future payments are made. The contractual obligations have been fulfilled and neither party has any further obligations.

## bottom line

A due annuity is an annuity that is due or paid at the beginning of the payment interval. In contrast, ordinary annuities generate payments at the end of the period. Therefore, the methods for calculating current and future values ​​are different. A common example of an annuity payable is rent paid to a landlord, while a common example of an ordinary annuity includes a mortgage payment to a lender. Depending on whether you are the payer or the payee, a maturity annuity may be a better option.

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