Graphing cube root function with reflection and horizontal shift

The video tutorial explains the concept of horizontal shifts in functions, emphasizing that subtracting inside the function results in a shift to the right. It highlights the importance of understanding that horizontal shifts work oppositely, meaning a minus sign indicates a rightward shift. The tutorial also covers reflecting graphs and suggests using graphing technology to visualize these changes.

What happens to the graph when you subtract a value inside the function?

How does a negative value affect the horizontal shift of a graph?

What steps would you take to graph a function after applying a horizontal shift?

What is the significance of reflecting a graph after shifting it?

How can technology assist in graphing functions after transformations?