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= ∫ (x -2 + 1/x) dx
= (1/2)x² - 2x + ln (x) + C
e. ∫ ((x.(6-4x))/√x) dx
= ∫ (√x(6-4x)) dx
= ∫ (6.√x - 4x√x) dx
= 4x.√x - (8/5).x².√x + C