This document presents a new method for solving exponential equations with real roots. It begins by expressing the exponential equation fully in terms of the exponential base. It then outlines three cases for solving the equations based on the sign of the constant term and coefficient. For each case, it provides the steps to obtain one or two real root solutions to the exponential equation. An example is provided for each case to demonstrate the new method. The conclusion states that the new method provides an alternative way to solve exponential equations that is easier to understand than converting it to a quadratic equation, as was commonly done previously.