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Chain rule: Let u = (x^2 + (1/x))
dy/dx = u^5
dy/du = 5u^4
du/dx = 2x - 1/x^2
dy/dx = (dy/du)(du/dx) = (5(x^2 + (1/x) )^4)(2x - 1/x^2)
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Verified answer
Chain rule: Let u = (x^2 + (1/x))
dy/dx = u^5
dy/du = 5u^4
du/dx = 2x - 1/x^2
dy/dx = (dy/du)(du/dx) = (5(x^2 + (1/x) )^4)(2x - 1/x^2)