Graphing logarithmic equations

The video tutorial explains how to solve a problem involving the function y = 1/3 to the negative X. It covers the challenges of dealing with fractions and negative exponents, and explains the concept of transformations, specifically reflection about the Y axis. The instructor demonstrates how to graph the parent function without transformations, create a table of values, and apply transformations to reflect the graph over the Y axis.

What is the equation discussed in the video?

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Explain the significance of the negative X in the function.

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What are the two points used for graphing the logarithmic equation?

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Describe the transformation applied to the graph of the function.

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How does the graph change after applying the transformations?

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