Unit 2
Unit 2: Transformations, Compositions, and Inverses of
Functions
Parent Function Transformations
Parent Function Transformations
Parent Function Transformations
Parent Function Transformations
Unit 2: Transformations, Compositions, and Inverses of
Functions
Table Patterns
Patterns
Quadratic
Exponential
Exponential
Exponential
Unit 2: Transformations, Compositions, and Inverses of
Functions
Single Transformations- Summarize
Your Findings
Single Transformations- Summarize
Your Findings
Unit 2: Transformations, Compositions, and Inverses of
Functions
The inverse of a relation is formed by
interchanging (or switching) the two variables.
On each graph, sketch the inverse of the relation
shown.
Inverses
Inverses
Terminology
Unit 2: Transformations, Compositions, and Inverses of
Functions
Inverses Algebraically
For each problem below, write the function for the
inverse relation by switching the variables and solving
for y. Then tell weather or not the inverse relation is a
function.
Inverses Algebraically
Inverses Algebraically
Find the inverses algebraically. Sketch the graph of the
inverse on the same grid.
Find the inverses algebraically. Sketch the graph
of the inverse on the same grid.