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2.4 LESSON - Domain & Range Applications

2.4 LESSON - Domain & Range Applications

Assessment

Presentation

Mathematics

9th - 12th Grade

Practice Problem

Hard

CCSS
HSF.IF.B.4, 8.F.A.1, 8.EE.B.5

+1

Standards-aligned

Created by

Brittany Biggie

Used 303+ times

FREE Resource

5 Slides • 8 Questions

1

2.4
LESSON

Domain & Range Applications

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2

Let's Review 2.1

Function

  • A pairing of inputs (x-values) with outputs (y-values)

  • Can be represented as a:

    • table

    • graph

    • set of ordered pairs

    • mapping

Relation

  • A relation where each input has exactly one output

  • X-values do not repeat

  • Graph passes the Vertical Line Test

3

  • Points on a graph are connected

  • Can include halves (in between values)

  • Examples: time, weight

Continuous

  • Separate values (dots on a graph)

  • Only certain values can be used (limited/restricted)

  • Examples: tickets, people

Discrete

2.2 Review

4

2.3 Review

  • All the y-values in a relation or function

  • Read graph from BOTTOM to TOP

Range

  • All the x-values in a relation or function

  • Read graph from LEFT to RIGHT

Domain

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5

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Now, let's apply what we already know to word problems.

Real-World Domain & Range

6

Multiple Choice

Question image

The graph shows the depth of a shallow creek over time.

When did the measurements of the creek start?

1

0 days

2

8 days

3

0 cm

4

24 cm

7

Multiple Choice

Question image

The graph shows the depth of a shallow creek over time.

When did the measurements of the creek end?

1

0 days

2

8 days

3

0 cm

4

24 cm

8

Multiple Choice

Question image

The graph shows the depth of a shallow creek over time.

What was the starting level of the creek?

1

0 days

2

8 days

3

0 cm

4

24 cm

9

Multiple Choice

Question image

The graph shows the depth of a shallow creek over time.

What was the ending level of the creek?

1

0 days

2

8 days

3

0 cm

4

24 cm

10

Multiple Choice

Question image

The graph shows the depth of a shallow creek over time.

What is the domain of the situation?

1

0y240\le y\le24

2

0<y<240<y<24

3

0<x<80<x<8

4

0x80\le x\le8

11

Multiple Choice

Question image

The graph shows the depth of a shallow creek over time.

What is the range of the situation?

1

0y240\le y\le24

2

0<y<240<y<24

3

0<x<80<x<8

4

0x80\le x\le8

12

Multiple Choice

Question image

What is an appropriate domain for the graph of Jack's toy rocket?

1
All real numbers
2

0x80\le x\le8

3

6x06\le x\le0

4

0<x<80<x<8

13

Multiple Choice

Question image

What is the range for the graph of Jack's toy rocket?

1
All real numbers
2

0y90\le y\le9

3

8y98\le y\le9

4

0y120\le y\le12

2.4
LESSON

Domain & Range Applications

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