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We will be using an online projectile simulator to understand the applications of quadratics.

Date post: 18-Jan-2018
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SWBAT sketch the graph of quadratic functions in polynomial form. SWBAT sketch the graph of quadratic functions in standard/vertex form. Write down the date, Section #, Title and Learning Objective(s) into your notebook.
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Opener We will be using an online projectile simulator to understand the applications of quadratics.
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Page 1: We will be using an online projectile simulator to understand the applications of quadratics.

Opener

We will be using an online projectile simulator to understand the applications of quadratics.

Page 3: We will be using an online projectile simulator to understand the applications of quadratics.

2.1 Quadratic Functions

SWBAT sketch the graph of quadratic functions in polynomial form.

SWBAT sketch the graph of quadratic functions in standard/vertex form.

Write down the date, Section #, Title and Learning Objective(s) into your notebook.

Page 4: We will be using an online projectile simulator to understand the applications of quadratics.

Key ConceptsLOOK LISTEN

Write down what you want into “Key Concepts” as you Look & Listen.

Polynomial Form

2( ) , 0y f x ax bx c a

Standard/ Vertex Form

2( ) , 0y f x a x h k a

Page 5: We will be using an online projectile simulator to understand the applications of quadratics.

Symmetry and Effect of “a” and “c” on the graphKey Concepts

LOOK LISTEN

Page 6: We will be using an online projectile simulator to understand the applications of quadratics.

Key ConceptsLOOK LISTEN

Write down what you want into “Key Concepts” as you Look & Listen.

Maximum, a<0

Minimum, a>0

Axis of Symmetry

Axis of Symmetry

Page 7: We will be using an online projectile simulator to understand the applications of quadratics.

Key ConceptsLOOK LISTEN

Write down what you want into “Key Concepts” as you Look & Listen.

Vertex: , , ( )2bx y x f xa

“1, 3, 5 Rule” using “a”

1 3 5, ,1 1 1

rise a a arun

Page 8: We will be using an online projectile simulator to understand the applications of quadratics.

1 – 3 – 5 Rule

1

3

5

7

x y

0 0

1 1

2 4

3 9

4 16

1

3

5

7

Page 9: We will be using an online projectile simulator to understand the applications of quadratics.

x y

0 0

1 2

2 8

3 18

4 32

2

6

102

6

10

14

Page 10: We will be using an online projectile simulator to understand the applications of quadratics.

How do we get there?

SWBAT match graphs with their functions.

LOOK LISTEN

22f x x 2 2f x x

Page 11: We will be using an online projectile simulator to understand the applications of quadratics.

Now let’s try together.Use whiteboards.

SWBAT match graphs with their functions.

21 2f x x 23f x x

Page 12: We will be using an online projectile simulator to understand the applications of quadratics.

How do we get there?

SWBAT sketch the graph of a quadratic in polynomial form.

LOOK LISTEN

22 4 5f x x x

Page 13: We will be using an online projectile simulator to understand the applications of quadratics.

Now let’s try together.Use whiteboards.

SWBAT sketch the graph of a quadratic in polynomial form.

2 4 1f x x x

Page 14: We will be using an online projectile simulator to understand the applications of quadratics.

Now let’s try together.Use whiteboards.

SWBAT sketch the graph of a quadratic in standard /vertex form.

23 4f x x

Page 15: We will be using an online projectile simulator to understand the applications of quadratics.

Now let’s try together.Use whiteboards.

SWBAT sketch the graph of a quadratic in standard /vertex form.

21 1f x x

Page 16: We will be using an online projectile simulator to understand the applications of quadratics.

How do we get there?

SWBAT sketch the graph of a quadratic in standard/vertex form.

LOOK LISTEN

22 1 3f x x

Page 17: We will be using an online projectile simulator to understand the applications of quadratics.

Now let’s try together.Use whiteboards.

SWBAT sketch the graph of a quadratic in standard /vertex form.

23 4 3f x x

Page 18: We will be using an online projectile simulator to understand the applications of quadratics.

Time to practice some more by writing down examples into our notebook.


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