Lim As X Approaches B (x^4 - B^4)/(x^3 - B^3)

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Lim as x approaches b (x^4 - b^4)/(x^3 - b^3)

 

Answer No.1

Anonymous

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Limx->b (x^4 - b^4)/(x^3 - b^3) apply L-hospital rule, limx->b 4x^3/3x^2 limx->b 4x/3 4b/3 --> ans

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