Derivative of sin2x, cos2x, Tan2x
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d/dx sin2x=cos2x ×d/dx 2x
=cos 2x (2)
=2 cos 2x
d/dx cos2x = -sin2x (d/dx 2x)
=-sin2x (2)
= -2 sin2x
d/dx tan2x=sec^2 2x (d/dx 2x)
=sec^2 2x (2)
=2 sec^2 2x
=cos 2x (2)
=2 cos 2x
d/dx cos2x = -sin2x (d/dx 2x)
=-sin2x (2)
= -2 sin2x
d/dx tan2x=sec^2 2x (d/dx 2x)
=sec^2 2x (2)
=2 sec^2 2x
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