Applying the product property and then converting to exponential form to solve

The video tutorial explains how to solve a logarithmic equation by using properties of logarithms to condense multiple logarithms into a single one. It then demonstrates converting the logarithmic equation into exponential form to solve for the variable D. The tutorial emphasizes the importance of understanding logarithm properties such as the product, quotient, and power rules.

What is the first step to simplify an equation with multiple logarithms?

What does the product rule of logarithms state?

How can you condense two logarithms with the same base?

How do you convert a logarithmic equation to exponential form?

What is the value of D in the equation 3^3 = 3D?