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The derivative of `ln(x+sinx)` with respect to `(x+cosx)` isA. `(1+cosx)/((x+sinx)(1-sinx))`B. `(1-cosx)/((x+sinx)(1+sinx))`C. `(1-cosx)/((x-sinx)(1+cosx))`D. `(1+cosx)/((x-sinx)(1-cosx))` |
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Answer» Correct Answer - A In(x + sin x) = y `(dy)/(dx)=(1)/((x + sin x))(1 + cos x)` `=((1 + cos x))/((x + sin x))` `x + cos x = z`(say) `(dz)/(dx)=(1-sin x)` derivative of In (x + sin x) w.r.t (x + cos x) is `(dy)/(dz)=((1+cos x))/((x + sin x)(1-sin x))` |
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