Find the second derivative
Attempt:
f'(x)/g(x) = (f'*g-g'*f)/(g^2)
f(x)/g(x) = (f'*g-g'*f)/(g^2)
f(x)*d(x) = f'd + d'f
f''(x) = ((6(x-2)*x^2+2x*(3*(x-2)^2) -(2*((x-2)^3)+2x*(3(x-2)^2))*(x^4)-(4x^3)*((3*(x-2)^2)*(x^2)-(2x)*((x-2)^3))/(x^8)
*Sorry the math thing can't fit the size of this
Simplifying doesnt give me the right answer. The correct answer is .
How do i do this?