Question: The Power Rule can be proved using implicit differentiation for the case where n is a rational number, n = p/q, and y = f

The Power Rule can be proved using implicit differentiation for the case where n is a rational number, n = p/q, and y = f (x) = xn is assumed beforehand to be a differentiable function. If y = xp/q, then yq = x p. Use implicit differentiation to show that

y' = Lx0/w-L p/q)

y' = Lx0/w-L p/q)

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