Question

Differentiate w.r.t x:

sin^2 x

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Answer 1

$\boxed { \bf Hey \: There }$

we have

y = sin²x

on differentiating it we get ,

$\frac{dy}{dx} = \frac{d \: ( {sin}^{2} x)}{dy} = {sin2x}$

Refer to the attached page →

Answer 2

Hi,

Here is your answer,

         y = sin²x

  Differentiate with respect to ''x''             

BY CHAIN RULE,

→ dy/dx = 2sinx × cosx                  Formula:- sin2θ = 2sinθ × cosθ 

           dy/dx = sin2x     { ∴  FINAL ANSWER }


Hope it helps you !