To find: The value .
The value is .
The function is , where .
Result used: The Power Rule combined with the Chain Rule
If n is any real number and is differentiable function, then
Obtain the derivative of .
Apply the power rule combined with the chain rule as shown in equation (1),
Substitute in equation (2),
Substitute and in the above equation,
Simplify further and obtain the values of .
Therefore, the derivative of is .
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