Question

Can someone help me with solving the logarithm?
1/2log(3)x=log(3)9

Answer 1

can you rewrite it using the equation editor
the wway you wrote it, it can be easily misunderstood and cannot not start with a wrong question.

Answer 2

\[\frac{1}{2}\log_3(x)=\log_3(9)\]

Answer 3

\[\log_3(9)=2\] since \(3^2=9\) so your equation is
\[\frac{1}{2}\log_3(x)=2\]multiply by 2 and get
\[\log_3(x)=4\] then rewrite in exponential form as \[3^4=x\]

Answer 4

thank you