Substitute x in the place of
Multiply each side by negative one
\Now use quadratic formula
\But the range of sinx is [ 1 , -1 ] we can have only
\By the second derivative it is locally minimum at
\Substitute in given f(x)
\Now check the end points f(0) = -5 and
\= -2.595
\So the maximum value of
\= -1.517
\And the minimum value is f(o) = -5