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interpret as "solve for \(x\) : \(3^x=27\)"
I would first find the inverse function, then plug in x=27.
can u help me find the inverse?
Sure. First write the function as y=3^x.
uh huh
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Switch x and y. X=3^y
Then solve for y.
Can you try that part?
how would i solve for y?
Use logs. :)
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The formula is b^m=n can be converted to log form by log (base b) n=m
\[\log_{3}x \]?
Right. Equals y.
oh ok thnx. im good now.
:) No worries
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