Section 13 4 Graphing Cube Root Functions 1

Section 13. 4: Graphing Cube Root Functions 1

Objective: By following instructions, students will be able to: 1. Use transformations of the parent cube root function to graph the functions of the form. 2

explain 1 A Use a table of values to add the graph of the transformed function to the parent function provided. Describe how the parent function was shifted. State the domain and range. Check your graphs on a graphing calculator. 3

explain 1 B Use a table of values to add the graph of the transformed function to the parent function provided. Describe how the parent function was shifted. State the domain and range. Check your graphs on a graphing calculator. 4

Your-Turn #1 Use a table of values to add the graph of the transformed function to the parent function provided. Describe how the parent function was shifted. State the domain and range. Check your graphs on a graphing calculator. 5

explain 2 A Use a table of values to add the graph of the transformed function to the parent function provided. Describe how the parent function was stretched, compressed, and/or reflected. State the domain and range. Check your graphs on a graphing calculator. 6

explain 2 B Use a table of values to add the graph of the transformed function to the parent function provided. Describe how the parent function was stretched, compressed, and/or reflected. State the domain and range. Check your graphs on a graphing calculator. 7

Your-Turn #2 Use a table of values to add the graph of the transformed function to the parent function provided. Describe how the parent function was stretched, compressed, and/or reflected. State the domain and range. Check your graphs on a graphing calculator. 8

Revisit Objective: Did we… 1. Use transformations of the parent cube root function to graph the functions of the form ? 9

HW: Sec 13. 4 pg 489 #s 3 -17 ODD, 23, 25 10