Question

Write the log equation as an exponential equation. You do not need to solve for x. In (2) = 2x + 3

Answer 1

$Theequation\colon2\text{ = }e^{2x+3}$

Explanation:

In (2) = 2x + 3​

$Note\colon ln=\log _e$$\log _e(2)\text{ = 2x+ 3}$$\begin{gathered} 2=e^{(2x+3)} \\ The\text{ equation: }2\text{ = }e^{2x+3} \end{gathered}$

The base (e) becomes the power (exponent) for the expression in the other side of the equation.