Exercise
Find the derivative of the following function:
f(u)=5{(3u^2-u+4)}^4
Final Answer
Solution
f(u)=5{(3u^2-u+4)}^4
Using Derivative formulas and chain rule in Derivative Rules, we get the derivative:
f'(u)=5\cdot 4{(3u^2-u+4)}^3\cdot (6u-1)=
One can simplify the derivative:
=20(6u-1){(3u^2-u+4)}^3
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