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What is the simplified form of the expression: 3 log 5 + 3 log 2 – 2 log 4 ?
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3log5-log2
Answer above is correct, if a little brief. In a little more detail\[3 \log 5 + 3 \log 2 – 2 \log 4=\log5^3+\log2^3-\log4^2=\log(\frac{125(8)}{16})=\log(\frac{125}{2})\]
"Simplified form" might vary from teacher to teacher, and book to book, but we often consider a single log to be in simplest form.
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