Graphing logarithmic equations

The video tutorial explains how to graph the function Y = -2Ln(X) + 4 by identifying and applying transformations. It starts with graphing the parent function Y = 2Ln(X), creating a table of values, and then applying transformations such as reflection over the X-axis and a vertical shift. The tutorial concludes with analyzing the asymptote, domain, and range of the transformed graph.

What transformations are applied to the function Y = -2 Ln(X) + 4?

How does the addition of +4 affect the graph of the function?

What is the parent function before any transformations are applied?

Explain how to create a table to graph the function Y = -2 Ln(X) + 4.

What is the significance of the asymptote in the graph of the function?

How does reflecting the graph over the X-axis change its appearance?

Describe the final position of the point (3, -2.2) after applying the transformations.