Title: Chain Rule PostVideo Questions
Course: Calculus I

Q: f(x) = cos(6x^3-4), f'(x) =
A: 18x^2\*-sin(6x^3-4) / -18x^2\*sin(6x^3-4) / 18x^2\*(-sin(6x^3-4)) / 18\*x^2\*-sin(6x^3-4) / -18\*x^2\*sin(6x^3-4) / 18\*x^2\*(-sin(6x^3-4)) / 18\*-sin(6x^3-4)\*x^2 / -18\*sin(6x^3-4)\*x^2 / 18\*(-sin(6x^3-4))\*x^2 / -18sin(6x^3-4)\*x^2 / 18(-sin(6x^3-4))\*x^2

Q: f(x) = 3^sin(x), f'(x) =
A: ln(3)\*3^sin(x)\*cos(x) / ln(3)\*cos(x)\*3^sin(x) / 3^sin(x)\*ln(3)\*cos(x) / 3^sin(x)\*cos(x)\*ln(3) / cos(x)\*3^sin(x)\*ln(3) / cos(x)\*ln(3)\*3^sin(x) / ln(3)\*3^(sin(x))\*cos(x) / ln(3)\*cos(x)\*3^(sin(x)) / 3^(sin(x))\*ln(3)\*cos(x) / 3^(sin(x))\*cos(x)\*ln(3) / cos(x)\*3^(sin(x))\*ln(3) / cos(x)\*ln(3)\*3^(sin(x))

Q: f(x) = ln(sin(x)), f'(x) =
A: cos(x)/sin(x) / (1/sin(x))\*cos(x) / cos(x)\*1/sin(x) / (1/sin(x))cos(x) / cotan(x) / (cos(x))(1/sin(x)) / cos(x)(1/sin(x)) / cos(x)\*(1/sin(x))