Complete the following table by rewriting the given exponential expressions to logarithmic form whenever possible and/or vice versa. Exponential Form 16-24 Logarithmic Form 1. 9- V81 -3-2 2. 3. log, 9 - 2 Jog 5 4. 5.

Trigonometry (11th Edition)
11th Edition
ISBN:9780134217437
Author:Margaret L. Lial, John Hornsby, David I. Schneider, Callie Daniels
Publisher:Margaret L. Lial, John Hornsby, David I. Schneider, Callie Daniels
Chapter1: Trigonometric Functions
Section: Chapter Questions
Problem 1RE: 1. Give the measures of the complement and the supplement of an angle measuring 35°.
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Answer the FF.

Complete the following table by rewriting the given exponential expressions to
logarithmic form whenever possible and/or vice versa.
Exponential Form
Logarithmic Form
1.
16=24
2.
9 = V81
3.
4.
log, 9 - 2
5.
logs
25
Transcribed Image Text:Complete the following table by rewriting the given exponential expressions to logarithmic form whenever possible and/or vice versa. Exponential Form Logarithmic Form 1. 16=24 2. 9 = V81 3. 4. log, 9 - 2 5. logs 25
Read and analyze carefully the statements below. Put a check mark that
corresponds to the correct answer.
Entry Card
Tell whether each statement is TRUE or FALSE
1. The equation as = 3 is equivalent to log,3 = 5.
2. loges 8=2
3. The inverse of y = x-1 is y = x + 1
4. If 2*= 64, then x 6.
5. logio (0) = 0
6. logio (-10) = 0
7. A logarithm is an exponent.
8. log, 2 = 2 is a logarithmic equation.
9. log:(5x – 1) 2 0 is a logarithmic inequality,
10. log, (3 – 2x) 2 log, (4x + 1) is NOT a
logarithmic inequality.
TRUE
FALSE
%3D
Transcribed Image Text:Read and analyze carefully the statements below. Put a check mark that corresponds to the correct answer. Entry Card Tell whether each statement is TRUE or FALSE 1. The equation as = 3 is equivalent to log,3 = 5. 2. loges 8=2 3. The inverse of y = x-1 is y = x + 1 4. If 2*= 64, then x 6. 5. logio (0) = 0 6. logio (-10) = 0 7. A logarithm is an exponent. 8. log, 2 = 2 is a logarithmic equation. 9. log:(5x – 1) 2 0 is a logarithmic inequality, 10. log, (3 – 2x) 2 log, (4x + 1) is NOT a logarithmic inequality. TRUE FALSE %3D
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