The video tutorial covers the cube root and exponential functions, focusing on graphing techniques and transformations. It explains how to graph the cube root of X with a vertical shift and the exponential function with a reflection. The tutorial also discusses discontinuities, holes, and asymptotes in graphs, emphasizing the behavior of functions at these points.

What happens to the graph of the cube root of X when 2 is added to it?

• It reflects over the Y-axis.

• It shifts down by two units.

• It reflects over the X-axis.

• It shifts up by two units.

How does multiplying by a negative inside the function E to the X affect its graph?

• It shifts the graph up.

• It shifts the graph down.

• It reflects the graph about the Y-axis.

• It reflects the graph about the X-axis.

For which values of X should the transformed E to the X function be graphed?

• For all values of X.

• For all negative values of X.

• For all positive values of X.

• For X equal to zero.

What is a jump discontinuity in a graph?

• A sudden change from one function to another.

• A point where the graph has a hole.

• A point where the graph approaches an asymptote.

• A point where the graph is undefined.

How does a graph behave near an asymptote?

• It approaches the asymptote.

• It moves away from the asymptote.

• It forms a hole.

• It remains constant.