Learn how to graph the exponential function with reflection about y-axis

The video tutorial explains how to identify the A and K values in graph transformations. It covers the initial graph crossing at 1/3 and the effect of shifting the graph upward by 3 units, including the movement of the asymptote. The tutorial also discusses the reflection of the graph about the Y-axis and examines the domain and range, emphasizing the importance of understanding these concepts to avoid confusion.

What is the value of 'a' in the given problem?

How does the transformation 'up three' affect the graph?

What happens to the asymptote when the graph is shifted up by three units?

Explain the effect of multiplying by a negative value on the inside of the function.

What is the domain and range of the graph after all transformations?