Question

Logarithmic forms 12^x=76

Answer 1

`12^x=76`

take the natural logarithm of both sides:

`\begin{gathered} \ln (12^x)=\ln (76) \\ x\ln (12)=\ln (76) \\ \end{gathered}`

Divide both sides by ln(12):

`\begin{gathered} x=(\ln (76))/(\ln (12)) \\ x\approx1.74 \end{gathered}`