If y-expsin 2 x-sin 4 x-sin 6 x- - then d y-d x-

The correct option is C sin^2x+sin^4+.....=sin^2x/1 sin^2x=tan^2x ∴ y=e^tan^2x⇒ dy/dx=e^tan^2x 2 tanx sec^2x ...

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Basic Differentiation Rule

If y=expsin 2...

Question

$If~y=exp {s i n^{2} x + s i n^{4} x + s i n^{6} x + . . . . . . .} t h e n \frac{d y}{d x} =$

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y = e^{{sin}^{2} x + {sin}^{4} x + {sin}^{6} x + . . . . . \infty}

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