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Question
The correct answer is D
Evaluate limβββ0β ( β(1 + 2x) β β(1 β 3x) ) / x
Evaluate the limit:Β
aβ = (1/2βΏ) + (1/3βΏ). Find limit as nββ.
Evaluate: limit βββ2β (xΒ² β 4) / (x β 2)
Evaluate the limit: lim (xβ2) [(xΒ² β 4) / (x β 2)]
Evaluate: limβββ0β (sin 3x / x).
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