[See Steps] Use an algebraic procedure to find the exact solution or solutions to the equation
Question: Use an algebraic procedure to find the exact solution or solutions to the equation
\({{2}^{2x-3}}={{5}^{-x-1}}\)
Deliverable: Word Document 
![[See] Graph f(x)=log_8x by first writing it](/images/solutions/MC-solution-library-73041.jpg "[See] Graph f(x)=log_8x by first writing it in exponetial")
[See] Graph f(x)=log_8x by first writing it in exponetial
![[Solution] Use translations of the above f(x)=log_8x](/images/solutions/MC-solution-library-73042.jpg "[Solution] Use translations of the above f(x)=log_8x to graph")
[Solution] Use translations of the above f(x)=log_8x to graph
![(See Steps) Write log_b(x √[3]y) in terms](/images/solutions/MC-solution-library-73043.jpg "(See Steps) Write log_b(x √[3]y) in terms of logarithms")
(See Steps) Write log_b(x √[3]y) in terms of logarithms
(Steps Shown) Write the logarithmic expression as a single logarithm
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Exponential Decay Calculator - MathCracker.com