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question 2 (multiple choice worth 5 points) (05.02r lc) solve \\( \log x = 5 \\). options: 5, 50, 10,000, 100,000
Step1: Recall log base definition
A common logarithm $\log x$ has base 10, so $\log x = \log_{10} x$.
Step2: Convert to exponential form
If $\log_{10} x = 5$, then $x = 10^5$.
Step3: Calculate the value
$10^5 = 100000$
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100,000