Derivative of 3sin(x)^2x

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Derivative of 3sin(x)^2x: 


(3*x*(sin(x))^2)'

(3*x)'*(sin(x))^2+3*x*((sin(x))^2)'

((3)'*x+3*(x)')*(sin(x))^2+3*x*((sin(x))^2)'

(0*x+3*(x)')*(sin(x))^2+3*x*((sin(x))^2)'

(0*x+3*1)*(sin(x))^2+3*x*((sin(x))^2)'

3*(sin(x))^2+3*x*((sin(x))^2)'

3*(sin(x))^2+3*x*2*(sin(x))^(2-1)*(sin(x))'

3*(sin(x))^2+3*x*2*(sin(x))^(2-1)*cos(x)

3*(sin(x))^2+3*x*2*sin(x)*cos(x)

3*(sin(x))^2+6*x*sin(x)*cos(x)

The calculation above is a derivative of the function f (x)

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