Describe the strategy you would use to solve log,x - log,4 + log, 8. Use the product rule to turn the rnght side of the equation into a single logarithm. Recognize that the resultng value is equal to x. b. Express the equation in exponential form, set the exponents equal to each other and solve. Use the fact that the logs have the same base to add the expressions on the right side of the equation together. Express the results in exponential form, set the exponents equal to each other and solve. a. с. Use the fact that since both sides of the equations have logarithms with the same base to set the expressions equal to each other and solve. d.
Describe the strategy you would use to solve log,x - log,4 + log, 8. Use the product rule to turn the rnght side of the equation into a single logarithm. Recognize that the resultng value is equal to x. b. Express the equation in exponential form, set the exponents equal to each other and solve. Use the fact that the logs have the same base to add the expressions on the right side of the equation together. Express the results in exponential form, set the exponents equal to each other and solve. a. с. Use the fact that since both sides of the equations have logarithms with the same base to set the expressions equal to each other and solve. d.
Chapter6: Exponential And Logarithmic Functions
Section: Chapter Questions
Problem 1RE: Determine whether the function y=156(0.825)t represents exponential growth exponential decay,...
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Transcribed Image Text:Describe the strategy you would use to solve log,x - log, 4 + log, 8.
Use the product rule to turn the rnght side of the equation into a single logarithm.
Recognize that the resulting value is equal to x.
b. Express the equation in exponential form, set the exponents equal to each other and
solve.
Use the fact that the logs have the same base to add the expressions on the right side of
the equation together. Express the results in exponential form, set the exponents equal to
each other and solve.
a.
C.
d. Use the fact that snce both sides of the equations have logarithms with the same base to
set the expressions equal to each other and solve.
O A
O D
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