Solution Found!
Solved: Properties of logarithms and exponentials: Use
Chapter 5, Problem 19RE(choose chapter or problem)
QUESTION:
18-19. Properties of logarithms and exponentials Use properties of logarithms and exponentials, not a calculator, for the following exercises.
Solve the equation \(\log x^{2}+3 \log x=\log 32\) for x. Does the answer depend on the base of the log?
Questions & Answers
QUESTION:
18-19. Properties of logarithms and exponentials Use properties of logarithms and exponentials, not a calculator, for the following exercises.
Solve the equation \(\log x^{2}+3 \log x=\log 32\) for x. Does the answer depend on the base of the log?
ANSWER:Step-by-step solution Step 1 We need to solve the equation log x + 3log x = log 32 using the properties of logarithms and exponentials.