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1) Integral of 1/ ( x^2 - x ) dx 2) x / (x^2+1) dx = (y^2 + 1) / (y+1) dy
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We'll decompose the fraction 1/ ( x^2 - x ) into elementary fractions Int dx/ ( x^2 - x ) = -Int dx/x + Int dx/(x-1) Int dx/ ( x^2 - x ) = -ln|x| + ln|x-1| + C Int dx/ ( x^2 - x ) = ln|(x-1)/x| + C
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