Evaluate the Integral $\int \cos \sqrt { x } d x$

Evaluate the integral $\int \cos \sqrt { x } d x$

A) $2 \sin \sqrt { x } + C$

B) $2 \sqrt { x } \cos \sqrt { x } + C$
C) $\sqrt { x } ( \cos \sqrt { x } + \sin \sqrt { x } ) + C$
D) $\frac { \cos \sqrt { x } + \sin \sqrt { x } } { \sqrt { x } } + C$
E) $2 ( \sqrt { x } \sin \sqrt { x } + \cos \sqrt { x } ) + C$
F) $2 ( \sqrt { x } \cos \sqrt { x } + \sin \sqrt { x } ) + C$

G) $\sqrt { x } \cos \sqrt { x } + \frac { \sin \sqrt { x } } { \sqrt { x } } + C$

H) $\sqrt { x } \sin \sqrt { x } + \frac { \cos \sqrt { x } } { \sqrt { x } } + C$

Correct Answer:

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