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For each of the following, decide if Bernoulli's Rule is appropriate for finding the limit. Then find the limit using either Bernoulli's Rule or another appropriate strategy. (Note: You may also need to use other strategies along with Bernoulli's Rule!) ● ● ● ● ● lime o 1 -cos 30 80 2 t² +3t limt →∞ 4+³ 5+²+7 tan 5x limx→0 limx→∞ limĄ→ π 1 2 -Cos x lim„→0+ lim,_0+ xtan r (Hey this one looks familiar!) sin x In(5x) – ln(7x) 1-sin 0

For each of the following, decide if Bernoulli's Rule is appropriate for finding the limit. Then find the limit using either Bernoulli's Rule or another appropriate strategy. (Note: You may also need to use other strategies along with Bernoulli's Rule!) ● ● ● ● ● lime o 1 -cos 30 80 2 t² +3t limt →∞ 4+³ 5+²+7 tan 5x limx→0 limx→∞ limĄ→ π 1 2 -Cos x lim„→0+ lim,_0+ xtan r (Hey this one looks familiar!) sin x In(5x) – ln(7x) 1-sin 0

Advanced Engineering Mathematics
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
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For each of the following, decide if Bernoulli's Rule is appropriate for finding the limit. Then find the limit using either Bernoulli's Rule or another appropriate strategy. (Note: You may also need to use other strategies along with Bernoulli's Rule!) ● ● ● ● ● limŋ→o limt→。 →∞ 1 -cos 30 80 2 t² +3t 4t³-5t²+7 5x tan 5% (Hey this one looks familiar!) sin x In(5x) - ln (7x) 1-sin 0 -Cos limx→0 lim- limė→: ㅠ 1 2 limo+tan x Guiding Discussion Questions: • How do we know if it's okay to use ● Bernoulli's Rule? • What strategies can we use instead of Bernoulli's Rule, for the ones where it is not appropriate? What algebraic strategies can we use, to put the limits into a form where we can use Bernoulli's Rule?
Transcribed Image Text:For each of the following, decide if Bernoulli's Rule is appropriate for finding the limit. Then find the limit using either Bernoulli's Rule or another appropriate strategy. (Note: You may also need to use other strategies along with Bernoulli's Rule!) ● ● ● ● ● limŋ→o limt→。 →∞ 1 -cos 30 80 2 t² +3t 4t³-5t²+7 5x tan 5% (Hey this one looks familiar!) sin x In(5x) - ln (7x) 1-sin 0 -Cos limx→0 lim- limė→: ㅠ 1 2 limo+tan x Guiding Discussion Questions: • How do we know if it's okay to use ● Bernoulli's Rule? • What strategies can we use instead of Bernoulli's Rule, for the ones where it is not appropriate? What algebraic strategies can we use, to put the limits into a form where we can use Bernoulli's Rule?
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