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2.1 - Key Features of Quadratics

2.1 - Key Features of Quadratics

Assessment

Presentation

•

Mathematics

•

8th - 10th Grade

•

Easy

Created by

Lindsay Paylor

Used 1+ times

FREE Resource

12 Slides • 15 Questions

1

2.1 - Key Features of Quadratics

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5

What does a quadratic function look like?

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6

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7

Multiple Choice

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Does this parabola have a minimum or a maximum?

1

Minimum

2

Maximum

8

Multiple Choice

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Where is the vertex of this parabola?

1

(1,3)

2

(-1,3)

3

(3,1)

4

(3, -1)

9

  • What do you notice about the roots of this parabola?


    *it is where it crosses the x- axis*

  • What are the roots of this parabola?


    x= -3 and x = 5

  • Where is the vertex?


    (1, -4) 



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Multiple Select

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What are the root(s) of this parabola?

1

x= 0

2

x = 1

3

x = 4

4

x = -7

11

Multiple Choice

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Does this parabola have a maximum or minimum?

1

Maximum

2

Minimum

12

Fill in the Blank

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What is the vertex of this parabola? *Do not forget the parenthesis*

13

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14

Multiple Choice

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What is the line of symmetry?

1

x = 1

2

y = 1

3

x = -1

4

y = - 4

15

Domain & Range when a<0

  • Domain: all the x-values

  • What is the domain of this parabola?




  • Range: all the y-values

  • What is the range of this parabola?



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Domain & Range when a>0

  • Domain: all the x-values

  • What is the domain of this parabola?


  • Range: all the y-values

  • What is the range of this parabola?



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17

Multiple Choice

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What is the domain of this parabola?

1

[4, ∞\infty )

2

(−∞,∞)\left(-\infty,\infty\right)

3

Does not have a domain

4

[-2, 2]

18

Multiple Choice

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What is the range of this parabola?

1

[-4 , ∞\infty )

2

(−∞, ∞)\left(-\infty,\ \infty\right)

3

[4, ∞)\left[4,\ \infty\right)

4

[-2, 2]

19

Multiple Choice

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What is the range of the parabola?

1

[2, ∞)\left[2,\ \infty\right)

2

(−∞, 2]\left(-\infty,\ 2\right]

3

(−∞, ∞)\left(-\infty,\ \infty\right)

4

[-2, 2]

20

Multiple Choice

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What is the domain of this parabola?

1

[-2 , 2]

2

(−∞, 2]\left(-\infty,\ 2\right]

3

[−2, ∞)\left[-2,\ \infty\right)

4

(−∞, ∞)\left(-\infty,\ \infty\right)

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Objectives

  • I am able to identify the following on graphs of quadratic and absolute value functions:

  • Roots

  • Y-intercept

  • Vertex

  • Maximum/Minimum

  • Line of Symmetry

  • Domain/Range

22

PRACTICE/ EXIT TICKET

23

Fill in the Blank

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Where is the vertex?

(
,
)

24

Multiple Select

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What are the roots?

1

x = 0

2

y = 0

3

x = -4

4

x = 4

5

y = -4

25

Multiple Select

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What is the y-intercept?

1

x = 0

2

y = 0

3

x = -4

4

x = 4

5

y = -4

26

Fill in the Blank

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Does this graph have a maximum or minimum?

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Open Ended

How do you feel about identifying key characteristics on a graph of an absolute value and a quadratic function?

2.1 - Key Features of Quadratics

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