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?

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

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

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

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What value does X approximate to after solving the equation?

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