Converting an equation to exponential form to solve the logarithm

The video tutorial explains how to evaluate logarithmic expressions by converting them into exponential form. It demonstrates the process using examples, such as converting log base 5 of 25 into exponential form and solving for X in log base 6 of 216. The tutorial emphasizes the importance of rewriting numbers to the same base to solve equations involving exponents, ultimately finding that X equals 1.

How do you determine if two exponential expressions have the same base?

What is the value of X when solving the equation 6^(3X) = 216?