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is asked to determine if the following expressions are equivalent to log (ab). Original Expressions log (ab) A. log (a) + log (b) log(a) В. log(b) c. log (2ab) – log (2) D. log (a) log (b) | For each expression use: 1 to indicate it is equivalent to the original 2 to indicate it is not equivalent to the original

is asked to determine if the following expressions are equivalent to log (ab). Original Expressions log (ab) A. log (a) + log (b) log(a) В. log(b) c. log (2ab) – log (2) D. log (a) log (b) | For each expression use: 1 to indicate it is equivalent to the original 2 to indicate it is not equivalent to the original

Algebra & Trigonometry with Analytic Geometry
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 27E
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A student is asked to determine if the following expressions are equivalent to log (ab). Original Expressions log (ab) A. log (a) + log (b) log(a) В. log(b) c. log (2ab) – log (2) D. log (a) log (b) For each expression use: 1 to indicate it is equivalent to the original 2 to indicate it is not equivalent to the original
Transcribed Image Text:A student is asked to determine if the following expressions are equivalent to log (ab). Original Expressions log (ab) A. log (a) + log (b) log(a) В. log(b) c. log (2ab) – log (2) D. log (a) log (b) For each expression use: 1 to indicate it is equivalent to the original 2 to indicate it is not equivalent to the original
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