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The general solution for the differential equation $\dfrac { dy }{ dx } =\sin ^{ 2 }{ y }\cos { \left( 2x \right) } $ is

A

$y=\cot ^{ -1 }{ \left( \sin { \left( 2x \right) } +C \right) } $

B

$y=\cot { \left( \sin { \left( 2x \right) } \right) } +C$

C

$y=-\dfrac { \sin { \left( 2x \right) } }{ 2 } +C$

D

$y=\cot ^{ -1 }{ \left( -\dfrac { \sin { \left( 2x \right) } }{ 2 } +C \right) } $

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