1.

Find (dy)/(dx) if 2x+3y=sinx

Answer»

SOLUTION :DIFFERENTIATING throughout w.r.t.x, we GET `d/DX(2x)+d/dx(3y)=d/dx(sinx)2+3(DY)/(dx)=cosx3(dy)/(dx)=cosx-2,(dy)/(dx)=(cosx-2)/3`


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