`g(x) = sqrt(x)*sin(x)`

`g'(x) = sqrt(x)*cos(x) + sinx/{2sqrt(x)}`

` `**Note:- If y = sqrt(x) ; then dy/dx = {1/(2sqrt(x))}**

**If y = sinx ; then dy/dx = cosx**

`g(x) = sqrt(x)*sin(x)`

`g'(x) = sqrt(x)*cos(x) + sinx/{2sqrt(x)}`

` `**Note:- If y = sqrt(x) ; then dy/dx = {1/(2sqrt(x))}**

**If y = sinx ; then dy/dx = cosx**