\ln 2^(x)=\log 3
\ln 5^(x)=\log 5
x=?
You asked:
Given the following equations: \[\begin{aligned}\ln\left( {2}^{x} \right) &= \log\left( 3 \right)\\ \ln\left( {5}^{x} \right) &= \log\left( 5 \right)\end{aligned}\] Evaluate \(x\).
\ln 2^(x)=\log 3
\ln 5^(x)=\log 5
x=?
You asked: