9. (log; x)² – log3 x = 3 %3D

Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter5: Inverse, Exponential, And Logarithmic Functions
Section: Chapter Questions
Problem 15T
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pls answer letter B number 9 and 10
4. 2*+1 52
9. e=52
5. 5x+2 41-x
10. 27 = 35x - 9r?
B. Solve the logarithm equation.
1. log x + log (x – 9) = 1
6. In (x+ 8) + In (x – 1) = 2 ln x
2. log2 (x + 20) – log, (x + 2) = log, x
7. log3 (log4 x) = 0
3. logs (x + 1)- log, x = 2
8. In V = vInx
9. (log; x)² – log3 x² = 3
10. 2 In x – In 5 = In (x + 10)
4. In x – In (x – 4) = In 3
%3D
5. log, x = 1- log, (x – 5)
Note: only answer A(1 -5) & B(6 - 10).
Transcribed Image Text:4. 2*+1 52 9. e=52 5. 5x+2 41-x 10. 27 = 35x - 9r? B. Solve the logarithm equation. 1. log x + log (x – 9) = 1 6. In (x+ 8) + In (x – 1) = 2 ln x 2. log2 (x + 20) – log, (x + 2) = log, x 7. log3 (log4 x) = 0 3. logs (x + 1)- log, x = 2 8. In V = vInx 9. (log; x)² – log3 x² = 3 10. 2 In x – In 5 = In (x + 10) 4. In x – In (x – 4) = In 3 %3D 5. log, x = 1- log, (x – 5) Note: only answer A(1 -5) & B(6 - 10).
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