Help with this 25, 26, 27 For Exercises 9–16, write the equation in exponential form. (See Example 1)9. logs 64 = 210. log, 81 = 211. log= -410,00013. In 1 = 014. logs 1 = 015. log, b = cFor Exercises 17-24, write the equation in logarithmic form. (See Example 2)17. 5 = 12518. 2° = 3219.= 12521. 10° = 1,000,000,00022. e' = e23. a' = bObjective 2: Evaluate Logarithmic ExpressionsFor Exercises 25–50, simplify the expression without using a calculator. (See Examples 3–4)25. log3 926. log, 1627. logs 529. log 100,000,00030. log 10,000,00031. log,33. log1034. log10,00035. In eBx) = 2In ( 3x)(2r) = 3(125) = 3(32) = 5(125) = -3x28(ь) — 7

Given : 25. log3926. log21627. log55

Answered: 26. log, 16 27. logs 5 25. log, 9

Math

Calculus

26. log, 16 27. logs 5 25. log, 9

Algebra & Trigonometry with Analytic Geometry

13th Edition

ISBN:9781133382119

Author:Swokowski

Publisher:Swokowski

Chapter5: Inverse, Exponential, And Logarithmic Functions

Section5.6: Exponential And Logarithmic Equations

Problem 17E

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Estimation

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Question

Help with this 25, 26, 27

For Exercises 9–16, write the equation in exponential form. (See Example 1)
9. logs 64 = 2
10. log, 81 = 2
11. log
= -4
10,000
13. In 1 = 0
14. logs 1 = 0
15. log, b = c
For Exercises 17-24, write the equation in logarithmic form. (See Example 2)
17. 5 = 125
18. 2° = 32
19.
= 125
21. 10° = 1,000,000,000
22. e' = e
23. a' = b
Objective 2: Evaluate Logarithmic Expressions
For Exercises 25–50, simplify the expression without using a calculator. (See Examples 3–4)
25. log3 9
26. log, 16
27. logs 5
29. log 100,000,000
30. log 10,000,000
31. log,
33. log
10
34. log
10,000
35. In e
Bx) = 2
In ( 3x)
(2r) = 3
(125) = 3
(32) = 5
(125) = -3
x2
8
(ь) — 7

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