Question

find the differential of sin^2x wrt e^cosx​

Answer 1

Answer:

Let P=sinx     ...(1)

      Q=ecosx      ...(2)

On differentiating eq.(1) w.r.t. we get

dxdp=dxd(sin2x)=2sinxcosx      ...(3)

On differentiating eq.(2) w.r.t we get

dxdθ=dxd(ecosx)=−ecosxsinx        ...(4)

dividing eq.(3) and (4)

dxdθdxdp=−ecosxsinx2sinxcosx=ecosx−2cosx

⎣⎢⎢⎡dxdθdxdp=ecosx−2cosx⎦⎥

Step-by-step explanation:

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