Chapter 1 - Function Transformations

1.1 p.12 # (1-5 cd),6,7,9,11,12,16

1.2 (Part 1) p.28 # 1,3,4,5cd,7bd,14b,15ab,16

1.2 (Part 2) p.28 # 2,5ab,6,7ac,8-11,14cd,15cd

1.3 p.38 # (1-11,15 bcf),14

1.4 p.51 # (1-5,7-9,12-15,20,21 bc),16,17

2.1 p.73 # (4,5,10,11,16 bdf),7-9,15

OPTIONAL Review:

• p.56 # 1-17 and p.58 # 1-15

• p.99 # 1-7 and p.102 # 3-6,8,13,14abc,16ab

• Extra Practice Sheets (handed out in class, answers below)

Test Outline

1. Given a function, draw its transformed function using mapping notation

2. Given a function and its transformed function, write the equation of the transformed function

3. Restrict the domain of the function so that the inverse is a function and then write the equation for the inverse

4. State the domain and range of a transformed function and any invariant coordinates

5. Given a coordinate on the orginal function, state the new coordinate on the transformed function

6. Given a transformation, list (in order) and describe each transformation that is applied

7. Draw a transformed radical function

8. Determine the equation of a transformed radical function given a graph of a radical function