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solve: (1.025)^12t = 3

Mathematics
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http://www.wolframalpha.com/input/?i=%281.025%29%5E12t+%3D+3+solve+for+t
\[(1.025)^{12t} = 3\] first step take the log \[\Large \log_{1.025} (3) = 12t\] now divide by 12 to get t \[\large \frac{\log_{1.025} (3)}{12} = t\]
if i wanted to get an answer with decimals. would i go log(3/1.025) / 12 ?

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Other answers:

no that's different
just do that thing i said
otherwise you'll have to go \[\frac{\log 3}{12\log 1.025} = t\]
so i just leave it in the form you left it in as? log_1.025 (3) / 12 = t ... and i dont simplify it?
you use a calculator to simplify of course
im not sure how to plug it into my calculator
do \[\log 3 \div \log 1.025\] what do you get
44.492
now divide by 12
3.707
\[t \approx 3.71\]`
thanks!

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