Question

log 2^x = 3please

Answer 1

Which one is it
\[(\log2)^{x}=3\]
or
\[\log (2^{x})=3\]

Answer 2

the second one log ()

Answer 3

k use the log identity that says:
\[\log(a^{x})\rightarrow xlog(a)\]
in your case a=2
so:
\[\log(2^{x})=3\rightarrow xlog(2)=3\]
then solve for x:
\[x=\frac{3}{\log(2)}\]

Answer 4

so would it be 8 or 9? becuase i feel like 5 or 6 would be off a bit ? what you think?

Answer 5

the answer is approximately 9.966
\[x \approx9.966\]