Question

Write the Logarithmic equation in exponential form. Provide a Breif explanation pf your conversión

Answer 1

`594=14^x`Step-by-step explanation:
`\log _(14)594\text{ = x}`

To write the above in exponential form, we would take the base to the other side of the equation:

`\begin{gathered} \text{For example:} \\ \log _b\text{a = c} \\ \text{take base b to the other side, it becomes a base of the number on the other side} \\ a=b^c \end{gathered}`
`\begin{gathered} \log _(14)594\text{ = x becomes:} \\ \text{The number on the other side becomes the exponent after we move the base} \\ 594=14^x \end{gathered}`