y = (x + 3)2 – 6 y = (x – 4)2 - 8 Vertex: ______

Name:
Unit 8 Day 7 – Homework
Completing the Square
y = (x + 3)2 – 6
y = (x – 4)2 - 8
Vertex: ____________
Pattern: _______________
Vertex: ____________
Pattern: _______________
Domain: __________
Range: ________________
Domain: __________
Range: ________________
As x   , y ______ As x   , y ___________
As x   , y ______ As x   , y ___________
y = -(x - 5)2 + 9
y =2(x +6)2 - 4
Vertex: ____________
Pattern: _______________
Vertex: ____________
Pattern: _______________
Domain: __________
Range: ________________
Domain: __________
Range: ________________
As x   , y ______ As x   , y ___________
As x   , y ______ As x   , y ___________
y = (x)2 + 1
y = (x - 4)2
Vertex: ____________
Pattern: _______________
Vertex: ____________
Pattern: _______________
Domain: __________
Range: ________________
Domain: __________
Range: ________________
As x   , y ______ As x   , y ___________
As x   , y ______ As x   , y ___________
y = -(x)2 + 8
y =-0.5(x - 4)2 + 6
Vertex: ____________
Pattern: _______________
Vertex: ____________
Pattern: _______________
Domain: __________
Range: ________________
Domain: __________
Range: ________________
As x   , y ______ As x   , y ___________
As x   , y ______ As x   , y ___________