Answer
$4^{x}=3$
$\log_{4}3=x$
$0.7925=x$
Work Step by Step
The definition of the logarithm function can be translated into mathematical formulas such as the following. The given expressions are equivalent.
The exponential form: $b^{x}=a$
The logarithmic form: $\log_{b}a=x$.
The given equation can be solved with the logarithmic form, therefore we shall transform it:
$4^{x}=3$
$\log_{4}3=x$
$0.7925=x$