Find the Derivative of y = sqrt(x) + 1/cuberoot(x^4)

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Find the Derivative of y = sqrt(x) + 1/cuberoot(x^4). We first rewrite this and then use the power rule for derivatives from Calculus.

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Algebra of functions: d/dx ( f(x) + g(x) ) = d/dx ( f(x) ) + d/dx ( g(x) ) : dy/dx = 1/2 root x -4/3* x^(-7/3) = 1/2 root x - 4/3 cube root of x^7 is the answer

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aviva

Find the Derivative of y = sqrt(x) + 1/cuberoot(x^4)

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