For each of the following, decide if Bernoulli'sRule is appropriate for finding the limit. Then findthe limit using either Bernoulli's Rule or anotherappropriate strategy. (Note: You may also need touse other strategies along with Bernoulli's Rule!)●●●●●limŋ→olimt→。→∞1-cos 30802t² +3t4t³-5t²+75xtan 5% (Hey this one looks familiar!)sin xIn(5x) - ln (7x)1-sin 0-Coslimx→0lim-limė→:ㅠ12limo+tanxGuiding Discussion Questions:• How do we know if it's okay to use●Bernoulli's Rule?• What strategies can we use instead ofBernoulli's Rule, for the ones where itis not appropriate?What algebraic strategies can we use,to put the limits into a form where wecan use Bernoulli's Rule?

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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 limt→o →∞0 ● lim, 0 lim- 1 limė→: lim„→0+ x' Guiding Discussion Questions: -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 π 1 2 -Cos tan x 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?

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 limt→o →∞0 ● lim, 0 lim- 1 limė→: lim„→0+ x' Guiding Discussion Questions: -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 π 1 2 -Cos tan x 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?

Calculus For The Life Sciences

2nd Edition

ISBN:9780321964038

Author:GREENWELL, Raymond N., RITCHEY, Nathan P., Lial, Margaret L.

Publisher:GREENWELL, Raymond N., RITCHEY, Nathan P., Lial, Margaret L.

Chapter3: The Derivative

Section3.CR: Chapter 3 Review

Problem 9CR

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