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Question

limx(x2+5x+3x2+x+2)x.

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Solution

limx(x2+5x+3x2+x+2)xlimxex(x2+5x+3x2x2x2+x+2)[limxa[f(x)]g(x)=limxaeg(x)[f(x)1]]limxex(4x+1x2+x+2)Takingx2commonfactorfromdenominatorlimxex.4x+1x2(1+1x+2x2)limxex.x4+1xx21+1x+2x2=e(4+01+0+0)=e4

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