The exponent of a number refers to the power to which that number should be raised. In this article, I'll show you how to find exponents using two ways: the power function and a loop.

Exponents are usually written like this: **Base ^{exponent}**

Take an example like **10 ^{3}**. This means, "10, raised to the power of 3". The result of this is evaluated as

`10 * 10 * 10`

(10 multiplied by itself 3 times), which is `1000`

.There are different ways you can evaluate the exponent of a number (the number is referred to as the base). One way is using the `**`

operator. With this operator, you have the number, followed by the operator, and then the exponent like this `10 ** 3`

which is 10^{3}

But in this post, I'll show you two other ways, which are the `pow`

function and using a loop.

## Exponents with the `pow`

function

`pow`

is an in-built function in Python for evaluating a number raised to an exponent. The syntax for this function is:

```
pow(base, exponent, modulo)
```

This function accepts three arguments:

`base`

: the number which will be raised`exponent`

: the power to which the number will be raised`modulo`

: an optional number that evaluates the remainder when the raised number is divided by it

The last argument is optional, but according to the python documentation on pow, this argument computes more efficiently than `pow(base, exponent) % number`

.

Let's see some examples:

```
result1 = pow(100, 3)
print(result1) # 1000000
result2 = pow(5, 4)
print(result2) # 625
result3 = pow(3, 2, 5)
print(result3) # 4
```

In the last example, we have `pow(3, 2, 5)`

. What happens here is that 3 is first raised to the power of 2, which is 9. Then 9 is divided by 5, and the remainder, which is returned, is `4`

.

Note that there's also a `Math.pow`

function in Python. The difference between this and pow(), is that `pow()`

will only return a float number when the number is a float. It will return an integer if the number is whole. But `math.pow()`

always returns a float number.

## Exponents with a loop

You can use any kind of loop to achieve this, but for this post, I'll use a `while`

loop.

The syntax for a `while`

loop is:

```
while condition:
# code to execute
```

For exponents, I can put this loop in a function like this:

```
def loopExp(number, exp):
result = number
counter = 1
while counter < exp:
result *= number
counter += 1
return result
```

Here, we defined a `loopExp`

function that takes two inputs: `number`

and `exp`

which stands for exponent.

In the function, we initialize the `result`

and `counter`

variables with the value of `number`

and `1`

respectively. Then we have the `while`

loop which runs as long as the `counter`

variable is less than the `exp`

input.

In each loop, we update the `result`

variable by multiplying the previous value of the `result`

with the `number`

input. We also increment the `counter`

variable by 1. Then we return the `result`

variable.

Let's see this function in use:

```
result1 = loopExp(100, 3)
print(result1) # 1000000
result2 = loopExp(5, 4)
print(result2) # 625
result3 = loopExp(3, 2)
print(result3) # 9
```

As you can see in the results, we have the exponents calculated using the loop in the `loopExp`

function.

## Wrapping up

In this article, I've shown you how to evaluate exponents in different ways. I used examples to show you the `**`

operator, the `pow`

and `Math.pow`

functions, and also using a loop.

Kindly share this if you find it helpful :)