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simplify: 2^log(2)3+log(2)5 please help!
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3x2log(^2)+log(32)
Use log rule for the first. it becomes 3. Now + log(2)5. Either estimate if it tells you to, or that is the exact answer. 3+log(2)5
\[2^{\log_2 3+\log_2 5}=2^{\log_2}2^{\log_2 5}\]and\[a^{\log_ax}=x\]were what I imagined the situation to be demonstrating, but it is typed too vaguely to be sure
\[2^{\log_2 3}+\log_2 5 = 3+ \log_2 5 \]
^would be what you literally typed
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which interpretation is correct?
This person has like 5 questions going at once...
That's not polite suppose :)
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