How to solve exponential equation by factoring

The video tutorial explains how to solve equations involving E to the X by drawing an analogy to quadratic equations. It demonstrates factoring the equation and applying the zero product property to find solutions. The tutorial also covers converting the equation to logarithmic form to solve for X, highlighting the importance of understanding the properties of logarithms and exponentials. The video concludes with a summary of the solution process.

What methods are commonly used to solve equations involving exponential functions?

How can the expression E^X * E^X be simplified?

What is the significance of the Zero Product Property in solving the equation E^X - 5 = 0?

Explain the process of converting an exponential equation to logarithmic form.

Why can't the natural logarithm be taken of a negative number, as mentioned in the text?