Rewrite the following equation in exponential form. log 25 = 2 5

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Rewrite the following equation in exponential form. log 25 = 2 5

Mathematics
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|dw:1441312943928:dw|
well the answers are ... 2^5=25 5^2=25 25^2=25
so out of those what is the answer?

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Other answers:

you tell me which one is it ?
I dont know, im bad at this
look at the drawing \[\huge\rm log_5 25 =2\] this question base is 5
so it would be 5^2=25 ?
that's right!
thank you!
can you help me on the rest of them?? please
i'll try not sure :=)
ok it says.. rewrite the following statement in logarithmic form. 6^1=6
try it! same like last one but it backwards
the answers are |dw:1441313487490:dw| |dw:1441313539295:dw| |dw:1441313569281:dw|
\(\color{blue}{\text{Originally Posted by}}\) @tuckerderanleau ok it says.. rewrite the following statement in logarithmic form. 6^1=6 \(\color{blue}{\text{End of Quote}}\) what is base in this question
6
yes right |dw:1441313739403:dw| move the exponent to the right side
so the answer is |dw:1441313836139:dw|
great!
thanks
np just practice !
and how do i find the value ?|dw:1441313910815:dw|
is the value 0?
change of base formula
\[\huge\rm log_b a= \frac{ lob a}{ \log b }\]
did you apply that ?

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