SOLUTION: Let g(x)n = x(3x-9)^3, find (dg/dx)

Question 1034457: Let g(x)n = x(3x-9)^3, find (dg/dx)
Answer by Boreal(15235) (Show Source): You can put this solution on YOUR website!
Chain rule
x*3(3x-9)^2(3)+(3x-9)^3; first * derivative of second+second * derivative of first. Have to do the derivative of (3x-9).
(3x-9)^2{9x)+(3x-9)}
=(3x-9)^2(12x-9)

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