Excel is a powerful software. We can perform numerous operations on our datasets using excel tools and features. There are many default Excel Functions that we can use to create formulas. Again, we can also create simple formulas using desired cell values. From time to time, we need to determine many useful values in an excel worksheet. That’s why formulas are essential. This article will show you 2 easy methods to apply the Future Value of an Annuity Formula in Excel.
Introduction to Annuity
An Annuity can be termed as a financial product that refers to a series of successive equal payments. This amount is either received by you or paid by you. It goes on for a specific number of periods and is spaced equally in time. Accordingly, the Future Value of an Annuity means the value of these series of payments at some date in the future. Again, the future value of annuity are of two types:
- Future Value of Ordinary Annuity
- Future Value of Annuity Due
The Future Value of Ordinary Annuity is a repeating payment made at the end of each period. While the Annuity Due requires the payment at the beginning of each period.
How to Apply Future Value of an Annuity Formula in Excel: 2 Easy Ways
In this article, we’ll show you all the 2 ways to get the future value of an Annuity Formula in Excel. One way is to use an excel built-in function. And in another method, we’ll create a formula manually. To illustrate, we’ll use a sample dataset as an example. For instance, the below dataset represents the fixed Payment amount ($5,500), Interest Rate (7.3%), and the number of Periods (24). So, learn both methods carefully to apply them whenever you need to calculate annuity.
1. Insert Excel FV Function to Get Future Value of an Annuity
In our first method, we’ll insert the FV function to get the Future Value of an Annuity in excel. The FV function gives out the future value of an investment. To get the value, we need to input the interest rate, the number of periods to pay the installments, and the fixed payment amount. Therefore, follow the steps below to perform the task.
1.1 Regular Annuity
STEPS:
- First, we’ll calculate the future value of the Regular Annuity.
- For this purpose, select cell C9.
- Then, type the formula:
=FV(C6,C7,-C5,0,0)
- Press Enter afterward.
- Thus, you’ll get the precise output.
Read More: How to Calculate Future Value of Growing Annuity in Excel
1.2 Annuity Due
STEPS:
- Now, we’ll find out the future value of the Annuity Due.
- In this regard, choose cell C9.
- Subsequently, insert the formula:
=FV(C6,C7,-C5,0,1)
- Return the result by pressing Enter.
- Hence, you’ll see the accurate annuity due.
Read More: How to Calculate Future Value in Excel with Different Payments
2. Find Future Value of an Annuity Manually with Simple Formula in Excel
However, we can also create a simple formula manually by following the annuity equation. So, learn the following process to carry out the operation.
2.1 Ordinary Annuity
Firstly, we’ll use the equation,
Ordinary Annuity = P * [(1 + i)n – 1] / i
Here,
P = Payment
i = Rate of Interest
n = Periods
Hence, go through the steps.
STEPS:
- In the beginning, click cell C9.
- Next, input the formula:
=C5*((1+C6)^(C7)-1)/C6
- After that, press Enter.
- In this way, it’ll return the future value of the ordinary annuity.
Read More: How to Apply Present Value of Annuity Formula in Excel
2.2 Annuity Due
Similarly, we’ll execute the formula:
Annuity Due = P * [(1 + i)n – 1] * (1 + i) / i
Therefore, learn the steps below.
STEPS:
- First, click cell C9 at first.
- Then insert the formula:
=C5*((1+C6)^(C7)-1)*(1+C6)/C6
- Next, press Enter.
- Thus, it’ll return the annuity due which you’ll receive or need to pay at the beginning of the period.
Read More: How to Calculate Present Value of Uneven Cash Flows in Excel
Download Practice Workbook
Download the following workbook to practice by yourself.
Conclusion
Henceforth, you will be able to get the Future Value of an Annuity Formula in Excel following the above-described methods. Keep using them and let us know if you have more ways to do the task.
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