The **POWER **function is a built-in function in Excel that is categorized as a **Math/Trig **Function*. *It is one of those essential functions. In this tutorial, you will learn every detail of the **POWER **function in Excel. Besides, this tutorial will be on point with suitable examples and proper illustrations.

The above screenshot is an overview of the article. It represents a simplified application of the **POWER **function in Excel. Here, youâ€™ll learn more about the dataset as well as the methods and procedures under different criteria in the following sections of this article.

**Table of Contents**hide

## Download Practice Workbook

Download this practice workbook

## Introduction to POWER Function

**âŹş** **Function Objective**

It returns a number raised to a power.

**âŹş** **SyntaxÂ **

**=POWER(number, power)**

**âŹş** **Arguments Explanations**

Arguments | Required/Optional | Explanations |
---|---|---|

number |
Required | This is the base number. |

power |
Required | The number of times you need to increase the base number. It is the exponent to raise the base number. |

**âŹş** **Returns**

The **POWER **function returns a numeric value.

**âŹş** **Available in**

Excel for Office 365, Excel 2019, Excel 2016, Excel 2013, Excel 2011 for Mac, Excel 2010, Excel 2007, Excel 2003, Excel XP, Excel 2000.

## How to Use Power Function in Excel

If you are well known for exponents, you can understand this function better. The **POWER **function takes both the numeric values as input. We can utilize the **POWER **function in Excel in many ways, like for mathematical procedures, power function equations, and computing the relational algebraic functions.

The **POWER **function works like using the **â€ścaret operator (^) â€ť** in Excel. For example, 5^2 is 25. Here, we raised the power of 5 by 2. Here, 5 is multiplied by 5. If you type **POWER(5,2)**, it will also return 25.

Take a look at the following screenshot to have a better understanding:

Here, we have shown the functionality of the **POWER **function in Excel. You can also try and experiment with different numbers and powers with it.

## 5 Useful Examples of POWER Function in Excel

In the following sections, we will provide you with five suitable and useful examples that will clear your idea about this function. We recommend you learn and practice all these examples to enrich your Excel knowledge.

### 1. Simple Math Problem Using POWER Function

In this example, we are solving a math problem with the **POWER **function in Excel.

Our equation:** y=x^n**. Here, **x **is the base number and **n** is the power. Now, find all they for these base numbers and powers:

Now, follow these simple steps to find the value of **y.**

đź“Ś **Steps**

- First, type the following formula in
**Cell D5:**

`=POWER(B5,C5)`

- Now, press
**Enter**and drag the**Fill handle**icon.

As you see, we have efficiently used the **POWER **function to solve the equation.

**Read More:** **51 Mostly Used Math and Trig Functions in Excel**

### 2. POWER Function in Algebraic Problem

Now, if you have an idea about algebra, you may have solved the quadratic equation. Basically,we represent it by **ax2+bx+c=0.** Here, **x **is the unknown value. And **a**,**b**, and** c **are coefficients. Our goal was to solve the equation and find two roots of it.

We can calculate this by:

**x = (-b+ (b2-4ac)1/2)/2a**

**x = (-b- (b2-4ac)1/2)/2a**

Here**, b2-4ac** is discriminant and it represents the number of roots a quadratic **POWER** Function equation has.

Suppose, we have an equation: **5Ă—2 +65x-29=0**

From the previous, equation, we can easily say a=5, b=65, and c= -29.

We can find roots by:

We can find the output with the **POWER **function.

**Â =((-65+POWER(POWER(65,2)-(4*5*(-29)),1/2)))/(2*5)** will give the first root

**Â =((-65+POWER(POWER(65,2)-(4*5*(-29)),1/2)))/(2*5) **will give the second root

Now, you can solve these types of problems with the **POWER **function.

Take a look at the following screenshots to have a better understanding:

Here, we have found the 1st root of the equation using the **POWER **function.

As you can see, we have also computed the 2nd root of the quadratic equation using the **POWER **function.

**Read More:**** 44 Mathematical Functions in Excel (Download Free PDF)**

### 3. Find Compound Interest Using POWER Function in Excel

In this example, we are showing you a simple problem about compound interest. For those, who donâ€™t know the definition, Compound interest is when you earn interest on both the money youâ€™ve saved and the interest you earn. Raising the compounding frequency or your interest rate, or adding to your principal, can all help your savings grow even quicker.

The formula for the compound interest:

**A=P(1+r/n)nt**

Here,

**A** = Amount

**P** = Principal

**r** = Interest rate (decimal)

**n** = Number of times interest is compounded per unit â€śtâ€ť

**t** = Time

Here, we are going to find the compound interest for the following:

Now, we can solve it with the **POWER **function.

đź“Ś **Steps**

- First, type the following formula in
**Cell C9**:

`=C4*POWER((1+(C5/C7)),(C7*C6))`

- After that, press
**Enter**.

As you can see, we have successfully calculated the compound interest after 4 years for the principal money of $6000 using the **POWER **function.

**Similar Readings**

**How to Use TAN Function in Excel (6 Examples)****Use Excel QUOTIENT Function (4 Suitable Examples)****How to Use Excel LOG Function (5 Easy Methods)****Use Excel PI Function (7 Examples)****How to Use FLOOR Function in Excel (11 Examples)**

### 4. Solving a Physics-problem Using POWER Function

In this example, we are solving math based on Newtonâ€™s law of universal gravitation.

Formula of gravitation:

**F = G(m1m2)/R2**

Here,

**FÂ Â Â Â Â Â Â Â Â **=Â Â Â Â Â Â Â Â Â Force

**G**Â Â Â Â Â Â Â Â =Â Â Â Â Â Â Â Â Â Gravitational constant (**6.67 Ă— 10-11 Newtons kg-2 m2)**

**m1**Â Â Â Â Â Â =Â Â Â Â Â Â Â Â Â Mass of object 1

**m2**Â Â Â Â Â Â =Â Â Â Â Â Â Â Â Â Mass of object 2

**r**Â Â Â Â Â Â Â Â Â Â =Â Â Â Â Â Â Â Â Â Distance between centers of the masses

Here, we are going to use the **POWER **function for the following dataset:

Now, we can solve it with the **POWER **function.

đź“Ś **Steps**

- First, type the following formula in
**Cell C9**:

`=((6.67*POWER(10,-11))*3000*POWER(10,5))/POWER(10,2)`

- After that, press
**Enter**.

As you can see, we have successfully computed Newtonâ€™s Universal Gravitational formula using the **POWER **function**.**

**Read More: Solving equations in Excel (polynomial, cubic, quadratic, & linear)**

### 5. Use of POWER Function with IF to Find the Exponents with Condition

Now, in this section, we will show you an example of the **POWER **function with** the IF function** in Excel.

Our conditions are:

- If the base number is
**Even**, raise the power by 2. - If the base number is
**Odd**, raise the power by 3.

Now, follow these simple steps to accomplish this.

đź“Ś **Steps**

- First, type the following formula in
**Cell C5**:

`=IF(ISEVEN(B5),POWER(B5,2),POWER(B5,3))`

- Then, press
**Enter**and drag the**Fill handle**icon.

As you can see, we have successfully used the **POWER **function with the **IF **function in Excel.

**Read More:**** Exponential Notation E in Excel & How to Turn Off Auto Scientific Notation!**

## POWER Function in Excel VBA

Now, you can also use the **POWER **function in Excel. If you are a VBA freak like me, you will like this. Here, we are showing you some simple steps to show you the **POWER **function in VBA.

đź“Ś **Steps**

- First, press
**Alt+F11**on your keyboard to open the VBA editor. - Then, click on
**Insert > Module.**

- After that, type the following code:

```
Sub Power()
Dim value As String
'finding the squared value of 7
value = Application.WorksheetFunction.Power(7, 2)
MsgBox value
End Sub
```

- Now, save the file.
- After that, click on
**Run**. It will show you this message box.

As you can see, we have successfully used the **POWER **function in VBA codes.

## đź’¬ Things to Remember

**âśŽ**** POWER **function only works for the numerical value. So, if your value is in another format, it will return **#VALUE!** error.

**âśŽ** The **â€ś^â€ť** operator can be used instead of **POWER **to indicate to what power the base number is to be raised, such as in 5^2.

## Conclusion

To conclude, I hope this tutorial has provided you with a piece of useful knowledge to use the **POWER **function in Excel. We recommend you learn and apply all these instructions to your dataset. Download the practice workbook and try these yourself. Also, feel free to give feedback in the comment section. Your valuable feedback keeps us motivated to create tutorials like this.

Donâ€™t forget to check our website **Exceldemy.com** for various Excel-related problems and solutions.

Keep learning new methods and keep growing!