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Let $F'(x)=f(x)$.

Evaluate:

$$\int_{0}^{4}{f(x^2)dx}$$

A

$F(16)-F(0)$

B

$\cfrac{1}{2}(F(16)-F(0))$

C

$\cfrac{1}{2x}(F(16)-F(0))$

D

Cannot be determined.

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