Which of the following limits can NOT be evaluated using l'Hopital's Rule? (Select all that apply.)

Q: Tim (xmy) et ×マル kと

A: Given, Part a: limx→0+xlnx We know that, ab=a1b, b≠0 ln(x)x=lnx1x⇒limx→0+lnx1x

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Q: Which of the following limits can be evaluated using L'Hôpital's Rule? Зх- 12 A.lim x→4 x2 +16 Зx-12…

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Q: xii) -e -2L

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A: Topic:- limits

Q: If f(x) is continuous at x=a, then a slope exists at x=a.

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Q: Construct a limit evaluation problem with an answer of 1. (do not use L'Hospital's rule)

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