The expression is , where
is a continupus function,
and
are differentiable functions.
Consider .
Part 2 of the fundamental theorem of calculus :
\If is continuous on
,
.
Where is any anti derivative of
, that is a function such that
.
.
Where is anti derivative of
.
.
Differentiate on each side with respect to
.
Apply chain rule to find the derivative of the above expression.
\.
.