L0.2.35 lim tan- 7n = 10.2.36 Note that el/10 = 19e 1.1. Let r = el/10 en/10 and note that 0

Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter4: Polynomial And Rational Functions
Section4.5: Rational Functions
Problem 42E
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My question is , why does this equal 0? I thought the limit was infinity here. ? Because  (e^1/10/2)^n I thought was infinity?

n+0 4 + 6/n +2/n2
4.
10.2.35 lim tan n = =
2
n-00
el/10
and note that 0 <r <1. Thus lim
2
10.2.36 Note that e'/10 =
Ve1.1. Letr=
en/10
%3D
lim r
0.
2
n²+1+n
Transcribed Image Text:n+0 4 + 6/n +2/n2 4. 10.2.35 lim tan n = = 2 n-00 el/10 and note that 0 <r <1. Thus lim 2 10.2.36 Note that e'/10 = Ve1.1. Letr= en/10 %3D lim r 0. 2 n²+1+n
en/10
36.
2"
Transcribed Image Text:en/10 36. 2"
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