Solving logarithmic equations

The video tutorial explains how to solve a logarithm equation involving a natural logarithm. It begins by isolating the logarithm, applying logarithmic rules to simplify the equation, and then rewriting it in exponential form. The tutorial demonstrates solving for X by taking the cube root and concludes with a summary of the process.

What is the first step in solving the logarithmic equation presented in the text?

Explain the process of isolating the logarithm in the equation discussed.

How can the logarithmic expression 3Ln(X) = -2 be rewritten in exponential form?

What is the relationship between the cube root of X^3 and X?

What value does X approximate to after solving the equation?