3.1 Reassessment Requirement
NAME: ___________________ Period: _______
*Section I: Lesson 3.1 (Quadratic Functions in Vertex Form)*
Identify the axis of symmetry. Then give the function’s vertex, maximum or minimum value, domain,
range, and the intervals where the function is increasing or decreasing.
2
2
1. ( ) = −2 ( + 5 )
2. ( ) = 9 ( − 4 )
− 6
+ 7
Vertex: ___________ AOS:_____________
Vertex: __________
AOS:_______________
Domain: ____________Range: ______________
Domain: ____________Range: ______________
Increasing: __________Decreasing: __________
Increasing: __________Decreasing: __________
Statement about the min/max: _______________
Statement about the min/max: _______________
_________________________________________
_________________________________________
Write the quadratic function in vertex form by completing the square. Then identify the maximum or minimum value.
2
2
2
3. ( ) =
4. ( ) =
5. ( ) = 5
− 6 + 15
+ 12 + 30
+ 50 + 135
Vertex Form: ____________________ Vertex Form: ____________________
Vertex Form: ____________________
Max/Min: _________________
Max/Min: _______________
Max/Min: _______________
2
2
2
6. ( ) = −3
7. ( ) = 10
8. ( ) = −2
+ 24 − 42
− 20 + 16
+ 24 − 62
Vertex Form: ____________________ Vertex Form: _____________________ Vertex Form: ___________________
Max/Min: _________________
Max/Min: _________________
Max/Min: _________________