Solve and give the correct answer with using second derivative of the function as follows...
Solve and give the correct answer with using second derivative of the function as follows
Answer & Explanation
Skilled2021-02-13Added 120 answers
The given function is Obtain the first and second derivative of the function as follows. Find the critical points as follows Thus, the function has critical point at Since the second derivative is a constant function and is greater than zero for all values of x, the function has only local minima. Thus, the function has local minima or minimum at
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