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Which of the following is the general solution to the following differential equation?

$$y'=\cfrac{3}{4+t^2}$$

A

$y=\cfrac{3}{2}\arctan{\cfrac{t}{2}}+C$

B

$y=\cfrac{3}{4}\arctan{\cfrac{t}{4}}+C$

C

$y=\ln|4+t^2|+C$

D

$y=3\arctan{\cfrac{t}{2}}+C$

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