2. Name two characteristics of the graph of /(x) = log, X, 6 3. What is the relationship between the graphs of f(x) = log,x and g(x) = b? 4. Explain how to use the graph of f(x) = log, x to produce the graph of f(x) = log,(x+5). In Exercises 5 to 16, write each equation in its exponential form. 5. 1 = log 10 6. 4 = log 10,000 7. 2 logs 64 8. 3 = log, 64 %3D 9. logs 125 = 3 10. -3 = log4 64 %3D 11. In x 7 12. In 5 = x 13. In 1 = 0 14. Inx = -3 %3D 15. 3 = log(5x + 2) 16. 4 = In(3x + 1) %3D In Exercises 17 to 28, write each equation in its logarithmic form. Assume y > 0 and b> 0. 17. 32 = 9 18. 53 = 125 %3D 19. 72 = 49 20. 2 = 32 %3D %3D Indicates Try It Exercises Unless otherwise noted, all content on this page is Cengage Learning.

Algebra and Trigonometry (6th Edition)
6th Edition
ISBN:9780134463216
Author:Robert F. Blitzer
Publisher:Robert F. Blitzer
ChapterP: Prerequisites: Fundamental Concepts Of Algebra
Section: Chapter Questions
Problem 1MCCP: In Exercises 1-25, simplify the given expression or perform the indicated operation (and simplify,...
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2. Name two characteristics of the graph of /(x) = log, X, 6
3. What is the relationship between the graphs of f(x) = log,x
and g(x) = b?
4. Explain how to use the graph of f(x) = log, x to produce the
graph of f(x) = log,(x+5).
In Exercises 5 to 16, write each equation in its exponential
form.
5. 1 = log 10
6. 4 = log 10,000
7. 2 logs 64
8. 3 = log, 64
%3D
9. logs 125 = 3
10. -3 = log4 64
%3D
11. In x 7
12. In 5 = x
13. In 1 = 0
14. Inx = -3
%3D
15. 3 = log(5x + 2)
16. 4 = In(3x + 1)
%3D
In Exercises 17 to 28, write each equation in its
logarithmic form. Assume y > 0 and b> 0.
17. 32 = 9
18. 53 = 125
%3D
19. 72 = 49
20. 2 = 32
%3D
%3D
Indicates Try It Exercises
Unless otherwise noted, all content on this page is Cengage Learning.
Transcribed Image Text:2. Name two characteristics of the graph of /(x) = log, X, 6 3. What is the relationship between the graphs of f(x) = log,x and g(x) = b? 4. Explain how to use the graph of f(x) = log, x to produce the graph of f(x) = log,(x+5). In Exercises 5 to 16, write each equation in its exponential form. 5. 1 = log 10 6. 4 = log 10,000 7. 2 logs 64 8. 3 = log, 64 %3D 9. logs 125 = 3 10. -3 = log4 64 %3D 11. In x 7 12. In 5 = x 13. In 1 = 0 14. Inx = -3 %3D 15. 3 = log(5x + 2) 16. 4 = In(3x + 1) %3D In Exercises 17 to 28, write each equation in its logarithmic form. Assume y > 0 and b> 0. 17. 32 = 9 18. 53 = 125 %3D 19. 72 = 49 20. 2 = 32 %3D %3D Indicates Try It Exercises Unless otherwise noted, all content on this page is Cengage Learning.
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