Question

Derivative of 2x + 3 y = siny

Answer 1

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Solution:


2x + 3y = siny


Now Differentiate Both Sides wrt x


We Get;


2 + 3 (dy/dx) = cosy(dy/dx)


2 = cosy(dy/dx) - 3(dy/dx).......(1)


Taking dy/dx common from equation (1)


2 = dy/dx { cosy-3}


Or


dy/dx =( 2/cosy - 3)



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Answer 2

answer is in the required attachment