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Express in terms of logarithms x,y,z or w, (a) log ↓3 (xyz); (b) log ↓3 (xz/y); (c) log ↓4 ³√y
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The log of the product is equal to the sum of the logs.
\[\log_{13}xyz=\log_{13}x+\log_{13}y+\log_{13}z \]
The log of the quotient is equal to the difference of the logs.
\[\log_{13}(\frac{xz}{y})=\log_{13}x+\log_{13}y-\log_{13z} \]
\[\log_{14}y ^{\frac{1}{3}}=\frac{1}{3}\log_{13}y \]
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I'm sorry. I did not know how to denote Sub 3 using Alt Keys. It should read: log sub 3. (Sub 4 should also be sub 3) Hope this helps. We just started chapter on logarithms.
BTW... thank you.
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