Problem. (problem 2a) Find lim z cos(2/2) エー0 using the Squeeze Theorem. First, we need to find bounds. Since -1 < cos < 1 for all 6, ? sz" cos(2/2) < for all a except a- 0. Next, we need to find the limits of those bounds: lim -z- まー0 and lim z - Since these answers are the same, the Squeeze Theorem allows us to conclude that lim z' cos(2/2) = as well. The Squeeze Theorem can also be used if æ → t0o. Problem. (problem 2b) Find sin z lim
Problem. (problem 2a) Find lim z cos(2/2) エー0 using the Squeeze Theorem. First, we need to find bounds. Since -1 < cos < 1 for all 6, ? sz" cos(2/2) < for all a except a- 0. Next, we need to find the limits of those bounds: lim -z- まー0 and lim z - Since these answers are the same, the Squeeze Theorem allows us to conclude that lim z' cos(2/2) = as well. The Squeeze Theorem can also be used if æ → t0o. Problem. (problem 2b) Find sin z lim
Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter1: Fundamental Concepts Of Algebra
Section1.1: Real Numbers
Problem 30E
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pls help with a and b if possible thx
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