Chain Rule: For the function y=sin(4∗x3)y=\sin(4*x^3)y=sin(4∗x3), find dydx\frac{dy}{dx}dxdy.
12∗x2∗cos(4∗x3)12*x^2*\cos(4*x^3)12∗x2∗cos(4∗x3)
cos(4∗x3)\cos(4*x^3)cos(4∗x3)
4∗x3∗cos(4∗x3)4*x^3*\cos(4*x^3)4∗x3∗cos(4∗x3)
3∗x2∗cos(4∗x3)3*x^2*\cos(4*x^3)3∗x2∗cos(4∗x3)
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AI Tutor 11:50 PM
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