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Integrate the following with respect to x.

(i) √x7

(ii) (x10)1/7

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(i) ∫√x7 dx = ∫(x7)1/2 dx = ∫x7/2 dx = x7/2 + 1/(7/2 + 1) = x9/2/(9/2) = (2/9)x9/2 + c

(ii) ∫(x10)1/7 dx = ∫x10/7 dx = x10/7 + 1/(10/7 + 1) = x17/7/(17/7) = (7/17)x17/7 + c

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