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# Plane Area with Curly Bounds II

MVCALC-KKPEEC

Find the area of the plane region $R$ in figure below by setting up a correct iterated integral:

$$R=\{(x,y): g(y)\leq x\leq h(y), c\leq y\leq d.\}$$

A

$\int_c^d \int_{g(y)}^{h(y)} 1dxdy$

B

$\int_c^d \int_{h(y)}^{g(y)} 1dxdy$

C

$\int_c^d \int_{g(y)}^{h(y)} 1dydx$

D

$\int_{g(y)}^{h(y)} \int_c^d 1dydx$

E

$\int_{h(y)}^{g(y)} \int_c^d 1dxdy$