Answer
See the explanation below.
Work Step by Step
Fundamental Theorem of line integrals states that if $C$ defines a smooth curve represented by $r(t)$; $m\leq t \leq n$ and $f$ be a differentiable function with gradient vector $\nabla f$ which is continuous at all points on $C$.
Then$ \int_C \nabla f.dr=f(r(n))-f(r(m))$
