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logarithm question! help please.
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which logarithm is equal to\[\log _{3}10 - \log _{3}2\]
well use the log laws \[\log(\frac{a}{b}) = \log(a) - \log(b)\]
\[A. \log _{3}20\]
\[B. \log _{3}12\]
\[C. \log _{3}8\]
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\[D. \log _{3}5\]
so using the log law shown above you get log(10/2) what do you think it might simplify to...
when i took geometry i didnt pay attention when we leard cos sin log and all those so i dont know what log laws are..
D
well as I've said it becomes \[\log_{3}(\frac{10}{2})\] simplify the fraction for the answer
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ok thank you very much.
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