## ๐/๐๐ฅ[๐ฅ^๐]

### To find the derivative of ๐ฅโฟ with respect to ๐ฅ, we can use the power rule.

To find the derivative of ๐ฅโฟ with respect to ๐ฅ, we can use the power rule.

According to the power rule, the derivative of ๐ฅโฟ is given by: ๐๐ฅโฟโปยน.

Therefore, the derivative of ๐ฅโฟ with respect to ๐ฅ is ๐๐ฅโฟโปยน.

For example, let’s say we have ๐ฅยฒ. Using the power rule, we can find the derivative as follows:

Taking the derivative of ๐ฅยฒ with respect to ๐ฅ:

๐/๐๐ฅ[๐ฅยฒ] = 2๐ฅ^(2-1)

= 2๐ฅ

So, the derivative of ๐ฅยฒ with respect to ๐ฅ is 2๐ฅ.

Similarly, if we have ๐ฅยณ, we can find the derivative as follows:

Taking the derivative of ๐ฅยณ with respect to ๐ฅ:

๐/๐๐ฅ[๐ฅยณ] = 3๐ฅ^(3-1)

= 3๐ฅยฒ

So, the derivative of ๐ฅยณ with respect to ๐ฅ is 3๐ฅยฒ.

In general, the derivative of ๐ฅโฟ with respect to ๐ฅ is ๐๐ฅโฟโปยน.

## More Answers:

Understanding Derivatives: The Secret to Finding the Derivative of a Constant TermUnderstanding Derivatives: The Derivative of ๐ฅ with Respect to ๐ฅ is Always 1

Derivative of c๐ฅ: Using the Power Rule for Differentiation