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Objectives: To graph quadratic functions

5.2 (day 1) Properties of Parabolas

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5.2 (day 1) Properties of Parabolas. Objectives: To graph quadratic functions. Graph of a Quadratic Function in Standard Form. Quadratic Functions in the form of y = ax 2 +c. Using your graphing calculator compare the graphs of the following: y = x 2 y = -x 2 y = x 2 + 4 y = -x 2 – 3 - PowerPoint PPT Presentation

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Page 1: 5.2 (day 1) Properties of Parabolas

Objectives: To graph quadratic functions

Page 2: 5.2 (day 1) Properties of Parabolas
Page 3: 5.2 (day 1) Properties of Parabolas

Using your graphing calculator compare the graphs of the following:

y = x2

y = -x2

y = x2 + 4 y = -x2 – 3 y = 3x2

y = ¼ x2 + 2

Conclusions:

Page 4: 5.2 (day 1) Properties of Parabolas

y = x2 + 1

1.Opens _______2.Axis of symmetry _________3.Vertex ________4.y-int _________5.Table of values

x y

Page 5: 5.2 (day 1) Properties of Parabolas

y = -3x2 - 5

1.Opens _______2.Axis of symmetry _________3.Vertex ________4.y-int _________5.Table of values

x y

Page 6: 5.2 (day 1) Properties of Parabolas

y = 1/3x2 +1

1.Opens _______2.Axis of symmetry _________3.Vertex ________4.y-int _________5.Table of values

x y

Page 7: 5.2 (day 1) Properties of Parabolas

y = 1/2x2 + x + 3

1.Opens _______2.Axis of symmetry _________3.Vertex ________4.y-int _________5.Table of values

x y

Page 8: 5.2 (day 1) Properties of Parabolas

y = -2x2 + 4x + 2

1.Opens _______2.Axis of symmetry _________3.Vertex ________4.y-int _________5.Table of values

x y

Page 9: 5.2 (day 1) Properties of Parabolas
Page 10: 5.2 (day 1) Properties of Parabolas

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