Question

The maximization of a function f(x¯) is equal to the minimization of the function

−f(x¯)

f′(x¯)

f′′(x¯)

−f′′(x¯)

Answer 1

Answer:

The maximization of a function f(x¯) is equal to the minimization of the function −f(x¯)

Option A

Explanation:

The basic idea behind the problem identification of minimizing and maximizing things is considered to be the peak of the graphical function or the extreme bottom of a channel.

But, the tangent is considered to be horizontal. It can be formulated mathematically as the derivative f(x0) f’(X0) at the points X0 is considered to be maximum or minimum. At sometimes, the maximum or minimum values of f at interval [a,b] can occur over the critical set of points.