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Evaluate the logarithm without using a calculator.
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|dw:1389081315580:dw|
do hav any idea?
\[\Large\log_3\frac13=\log_33^{-1}=\cdots\]
yeah thats it.
what after that?
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property of log::: loga^n=nloga
property of log: log_n n^x = x (This is the definition of log :P)
PostScript: "log_n" means logarithm base n
so it would be 3^-1=3?
hey i was giving a generalised def @kc_kennylau
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@random231 yours was not a def xD
that's a property/formula xD
??? heloo is my answer correcttt
3^-1 is not 3
3^-1 is 1/3
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wait so whats my final answer ..
-1
isnt it @kc_kennylau
yes
can u guys please draw out the steps for me>
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\[\Large\log_3\frac13=\log_33^{-1}=-1\]
|dw:1389081700035:dw|
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