Find the derivative of y=(x2−7)35y = \sqrt[5]{(x^2 - 7)^3}y=5(x2−7)3.
6x5(x2−7)2/5\frac{6x}{5(x^2 - 7)^{2/5}}5(x2−7)2/56x
35(x2−7)−2/5⋅2x\frac{3}{5}(x^2 - 7)^{-2/5} \cdot 2x53(x2−7)−2/5⋅2x
6x5(x2−7)25\frac{6x}{5\sqrt[5]{(x^2 - 7)^2}}55(x2−7)26x
35(x2−7)2/5\frac{3}{5}(x^2 - 7)^{2/5}53(x2−7)2/5