Graphing an logarithmic equation using transformations

The video tutorial covers transformations of logarithmic functions, focusing on shifting and reflecting graphs. It begins with an introduction to the problem and the importance of understanding transformations. The instructor explains how to create an XY table for the parent function and graph it. The tutorial then demonstrates reflecting the graph over the X-axis and shifting it left. Finally, it shows how to find the X intercept by converting the logarithmic equation into exponential form.

How does reflecting a graph over the X axis affect its points?

Describe the process of finding the X intercept for the function F of X = 0.

What steps are involved in converting a logarithmic equation to exponential form?