Graphing logarithmic equations

The video tutorial explains how to graph the function Y = -ln(-X + 2) by identifying and applying transformations such as reflections over the X and Y axes and a horizontal shift. The instructor first graphs the parent function ln(X) and then applies the transformations step-by-step, resulting in the final graph. The video also discusses the domain, range, and asymptote of the transformed function.

What happens to the graph when it is reflected over the Y axis?

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Explain how the domain and range of the graph change after transformations.

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What are the final characteristics of the graph after all transformations are applied?

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