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Question

Evaluate:
limx1(1x2+x2xx31)

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Solution

limx11x2+x2xx31=limx11(x1)(x+2)x(x1)(x2+x+1)=limx1x2+x+1x(x+2)(x1)(x2+x+1)(x+2)=limx1x2+x+1x22x(x1)(x+2)(x2+x+1)=limx11x(x1)(x+2)(x2+x+1)=limx11(x+2)(x2+x+1)=1(1+2)×(1+1+1)=13×3=13

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