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help will medal you

Do you know how to write 2^x = 8 as a logarithmic equation of base 2?

i do not

See if you can fill in the numbers from your equation
|dw:1439501859795:dw|

oh so it would be log_2=8 ?

oh true so that would equal 3?

It's like a multiple choice question so I have answer choices I can show you if you want to see them

What's the formula you have so far?

I don't have any right now like I don't know how to do this at all tbh

so log_2 8= x and then do we have to solve it or something?

no. you don't have to solve it

oh nevermind we dont solve it but what do we do w it?

we're going to use the change of base formula to convert it to base 10.|dw:1439502646197:dw|

So you should have
\[x=\frac{ \log 8 }{ \log 2 }\]

right so do i solve that?

that's the answer

oh i have an answer choice that looks like x=log_10 2 divided by log_10 8

would that be correct?

no the 8 has to be on top. Is there one that has \[x=\frac{ \log_{10} 8 }{ \log_{10}2 }\]

yes! would that be correct?

Yes That's the same thing as above, except the 10 isn't usually written because it's understood.

oh okay thank you so much!

you're welcome