Algebra 2 - Evaluating a Logarithm by Converting to Exponential Form

The video tutorial introduces logarithms, explaining their origin and relationship with exponential functions. It covers how to convert between logarithmic and exponential forms and provides an example problem to illustrate the concept. The tutorial aims to clarify the question of what power a base must be raised to in order to achieve a given number, using the example of 3 raised to the 4th power equaling 81.

What is the relationship between logarithmic and exponential forms?

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Explain how to solve for Y when given the equation y = B to the X.

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What does the expression 'log base B of X' represent?

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How can you determine the power to which a base must be raised to obtain a certain value?

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Convert the statement '3 raised to the 4th power equals 81' into logarithmic form.

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