Consider the following expressIon. eth- 1 (a) What is the result when we substitute h = 0? eth When h = 0, 1 00/0 0/00 이0 (b) Find the values when v 00/00 te h = 0.1, h = 0.01,h = 0.001, and h = 0.0001. Round your answers to three decimal places. eth – 1 When h = 0.1, i eAh When h = 0.01, i eth When h = 0.001, i eth When h = 0.0001, i

Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter5: Inverse, Exponential, And Logarithmic Functions
Section5.4: Logarithmic Functions
Problem 84E
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Question
Consider the following expressION.
eAh 1
(a) What is the result when we substitute h
= 0?
e4h
- 1
When h = 0,
00/0
0/00
0/0
(b) Find the values when v
00/00
te h = 0.1, h = 0.01,h = 0.001, and h = 0.0001.
Round your answers to three decimal places.
eth
1
When h = 0.1,
i
h
e4h
When h = 0.01,
i
%3D
e4h
- 1
When h = 0.001,
i
eth
When h = 0.0001,
- 1
i
Transcribed Image Text:Consider the following expressION. eAh 1 (a) What is the result when we substitute h = 0? e4h - 1 When h = 0, 00/0 0/00 0/0 (b) Find the values when v 00/00 te h = 0.1, h = 0.01,h = 0.001, and h = 0.0001. Round your answers to three decimal places. eth 1 When h = 0.1, i h e4h When h = 0.01, i %3D e4h - 1 When h = 0.001, i eth When h = 0.0001, - 1 i
(b) Find the values when we substitute h = 0.1,h = 0.01,h = 0.001, and h = 0.0001.
Round your answers to three decimal places.
eth
- 1
When h = 0.1,
i
%D
h
e4h
1
When h = 0.01,
i
I
%3D
e4h
When h = 0.001,
i
h
eth.
- 1
When h = 0.0001,
i
(c) Use the results of part (b) to estimate the limit ash goes to zero.
Enter the answer to the nearest integer.
e4h
lim
h-0
1
i
%3D
eTextbook and Media
Save for Later
Attempts: 1
Transcribed Image Text:(b) Find the values when we substitute h = 0.1,h = 0.01,h = 0.001, and h = 0.0001. Round your answers to three decimal places. eth - 1 When h = 0.1, i %D h e4h 1 When h = 0.01, i I %3D e4h When h = 0.001, i h eth. - 1 When h = 0.0001, i (c) Use the results of part (b) to estimate the limit ash goes to zero. Enter the answer to the nearest integer. e4h lim h-0 1 i %3D eTextbook and Media Save for Later Attempts: 1
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