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Fill in the missing values to make the equations true:
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\[\log(A)-\log(B)=\log\left(\frac{A}{B}\right)\] will solve the first one
\[\log(A)+\log(B)=\log(AB)\] will solve the second one
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can someone help explain the third one too? I'm having trouble finding any direction on this :(
\[\log(A^n)=n\log(A)\]
only you want to go from the right hand side \(4\log_2(3)\) to the left hand side \(\log_2(3^4)\)
or you could even write \[\log_2(81)\]
well it doesn't allow me to input \[3^4\] so I'm thinking it must be 81, then. You are the best!! :)
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lol thanks
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