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Solve each equation.
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\[3.6^{x}=72.4\]
@whpalmer4
well first you need to know what x represents
but isn't that what we're trying to find?
@SwagBoyLearn
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do you know the log function?
no . :(
you mean log on both sides?
\[\log(3.6^x)= \log72.4 \] also\[\log(3.6^x)=xlog(3.6)\] so \[x=\frac{\log(72.4)}{\log{3.6}}\]
do i convert this to the exact calculation or leave it in log form?
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a calculator can do it, just plug those value in and get something like 3.3
okay. thank you !
You welcome :)
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