Which of the following limits can be evaluated using L'Hôpital's Rule? Зх- 12 A.lim x→4 x2 +16 Зx-12 B.lim x→4 X - 16 12x -3 C.lim X→4 X -4 X- 4 D. lim X-4 12x -3

Q: L'Hopital's Rule applies to which of the following limits? Indicate all the apply. Select all that…

A:

Q: 7). lims X-1 メ→ド X-1

A: The value of the limit is, 4  The detailed solution is as follows below:

Q: Use l’Hospital’s rule where applicable to find each limit.

A: Given, limx→02e5x-25x2-10-25x3 Using L' Hospital’s rule , we have to find limits of this function.…

Q: 2x2-8x+15 lim -4x2+12x-2021

A: Given  limx→∞ 2x2-8x+15-4x2+12x-2021

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A: To evaluate: limx→2+x-2x2-4

Q: 1-х? а.) lim (x– 1)? Зх-10х3 b.) lim 5x - 7x? +1

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A:

Q: lim.                          x^5 x --> - infinity

A: