If `y=sin(x)+"in"(x^(2))+e^(2x)"then"(dy)/(dx)` will be :A. `cosx+(2)/(x)+e^(2x)`B. `cos x+(2)/(x)+2e^(2x)`C. `-cos x+(2)/(x^(2))+e^(2x)`D. `-ocs x-(2)/(x^(2))+2e^(2x)`

If `y=sin(x)+"in"(x^(2))+e^(2x)"then"(dy)/(dx)` will be :A. `cosx+(2)/

1.	If `y=sin(x)+"in"(x^(2))+e^(2x)"then"(dy)/(dx)` will be :A. `cosx+(2)/(x)+e^(2x)`B. `cos x+(2)/(x)+2e^(2x)`C. `-cos x+(2)/(x^(2))+e^(2x)`D. `-ocs x-(2)/(x^(2))+2e^(2x)`
Answer» Correct Answer - B `y=sinx+lnx^(2)+e^(2x)` `(dy)/(dx)=cosx+(2x)/(x^(2))+2e^(2x)` `=cosx=(2)/(x)+2e^(2x)`

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If `y=sin(x)+"in"(x^(2))+e^(2x)"then"(dy)/(dx)` will be :A. `cosx+(2)/(x)+e^(2x)`B. `cos x+(2)/(x)+2e^(2x)`C. `-cos x+(2)/(x^(2))+e^(2x)`D. `-ocs x-(2)/(x^(2))+2e^(2x)`

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