Find the critical numbers of the function. g (0) = 40 – tan 0 that lie between 0 and 2T. To answer this question,: 1. Set g' (0) equal to 0. 2. Use difference of squares factoring. 3. Set each factor equal to 0. 1 4. Recall that sec 0 cos e 5. Consult a table, diagram, or calculator to find values of cos 0 for 0 between 0 and 2t. 품, , and . 27 47 The answer to the question is 0 = What does step 2 look like? O (4+ sec 0) (1 sec 0) = 0 O E + sec 0) (E sec 0) = 0 (2+ sec 0) (2 sec 0) = 0 (20 + sec 0) (20 - sec 0) = 0

Calculus: Early Transcendentals
8th Edition
ISBN:9781285741550
Author:James Stewart
Publisher:James Stewart
Chapter1: Functions And Models
Section: Chapter Questions
Problem 1RCC: (a) What is a function? What are its domain and range? (b) What is the graph of a function? (c) How...
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Find the critical numbers of the function.
g(0) = 40 – tan 0 that lie between 0 and 27.
%3D
To answer this question,:
1. Set g' (0) equal to 0.
2. Use difference of squares factoring.
3. Set each factor equal to 0.
1
4. Recall that sec 0
cos 0
5. Consult a table, diagram, or calculator to find values of cos 0 for 0 between 0 and 2r.
2т 4т
3' 3
프, 폭, and .
57
The answer to the question is 0
What does step 2 look like?
О (4 + sec 0) (1
sec 0)
(E + sec
0) (
sec
= 0
о (2 + sec 0) (2
sec 0) = 0
о (20 + sec 0) (20
- sec 0) = 0
Transcribed Image Text:Find the critical numbers of the function. g(0) = 40 – tan 0 that lie between 0 and 27. %3D To answer this question,: 1. Set g' (0) equal to 0. 2. Use difference of squares factoring. 3. Set each factor equal to 0. 1 4. Recall that sec 0 cos 0 5. Consult a table, diagram, or calculator to find values of cos 0 for 0 between 0 and 2r. 2т 4т 3' 3 프, 폭, and . 57 The answer to the question is 0 What does step 2 look like? О (4 + sec 0) (1 sec 0) (E + sec 0) ( sec = 0 о (2 + sec 0) (2 sec 0) = 0 о (20 + sec 0) (20 - sec 0) = 0
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