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?

Explain the significance of the negative X in the function.

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

Describe the transformation applied to the graph of the function.

How does the graph change after applying the transformations?