The integral is .
Consider .
Apply derivative on each side.
\\
Substitute and
in the integral.
\
\
Replace in above expression.
\
.
.
\
Consider the anti derivative function as and integrand function as
.
\
Take , then
.
Graph :
\Graph the integrand function and anti derivative function.
\
Observe the graph,
\When is negative, then
is decreasing and
is positive, then
is increasing.
Hence the curve is derivative of the curve
.
Therefore, is antiderivative of the integrand function
.
.