aimsal Solve by using the product or quotient properties of logarithms to condense the equation to the form log, (argument) = k, where k is a constant and then converting to exponential form. Write the solution set. 3. log, (x+6)+log, (x-6)=3

Algebra and Trigonometry (6th Edition)
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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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I need help with #3 and #4 please show work
202
Solve by using the product or quotient properties of logarithms to condense the equation to
the form log, (argument) = k, where k is a constant and then converting to exponential form.
Write the solution set.
3. log, (x+6)+log, (x-6)= 3
Solve by using the product or quotient properties of logarithms to condense the equation to
the form log, a=log, c and then applying the equivalence property of logarithms. Write the
solution set.
4. log, (11x-40)-log, x = log,
(x+24)
Transcribed Image Text:202 Solve by using the product or quotient properties of logarithms to condense the equation to the form log, (argument) = k, where k is a constant and then converting to exponential form. Write the solution set. 3. log, (x+6)+log, (x-6)= 3 Solve by using the product or quotient properties of logarithms to condense the equation to the form log, a=log, c and then applying the equivalence property of logarithms. Write the solution set. 4. log, (11x-40)-log, x = log, (x+24)
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