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Lesson 08: Scale Drawings and Maps | Unit 1: Scale Drawings

Lesson 08: Scale Drawings and Maps | Unit 1: Scale Drawings

Assessment

Presentation

Mathematics

7th Grade

Hard

CCSS
6.NS.B.3, 7.G.A.1, 4.MD.A.2

+5

Standards-aligned

Created by

Wayground Content

FREE Resource

23 Slides • 10 Questions

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24

Multiple Choice

A whale swims at a constant speed of 4 meters per second. How far does it travel in 40 seconds?

1

160 meters

2

200 meters

3

150 meters

4

180 meters

25

Multiple Choice

A horse runs at a constant speed of 5 meters per second. How much time does it take for the horse to travel 50 meters?

1

10 seconds

2

5 seconds

3

15 seconds

4

20 seconds

26

Multiple Choice

A goose flies at a constant speed, traveling 201 meters in 15 seconds. What is its speed in meters per second?

1

13.4 m/s

2

15 m/s

3

12.5 m/s

4

14 m/s

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Open Ended

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About how far is it from Amarillo to Oklahoma City? Explain your reasoning.

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Open Ended

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Driving at a constant speed of 70 miles per hour, will it be possible to make this trip from Amarillo to Oklahoma City in 3 hours? Explain how you know.

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Multiple Choice

A map of a park is made with the scale 1 inch to 200 feet. On the map, the north side of the park is 1 foot long. How long is the north side of the actual park?

1
2400 feet
2
1200 feet
3
1800 feet
4
3000 feet

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Multiple Choice

A map of a park is made with the scale 1 inch to 200 feet. A person walks along the north side of the park, at a constant speed of 5 feet per second. How long does this take them if the north side measures 3 inches on the map?

1
60 seconds
2
120 seconds
3
180 seconds
4
240 seconds

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Multiple Choice

A map of a park is made with the scale 1 inch to 200 feet. A straight path in the park is 900 feet long. How long is this path on the map?

1
5 inches
2
6 inches
3
3 inches
4
4.5 inches

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Multiple Choice

A map of a park is made with the scale 1 inch to 200 feet. A person skateboards along the path, traveling the entire length of the path in 90 seconds. What is their speed in feet per second?

1
(L * 300) / 90 feet per second, where L is the length of the path in inches.
2
(L * 100) / 90 feet per second, where L is the length of the path in inches.
3
(L * 200) / 90 feet per second, where L is the length of the path in inches.
4
(L * 200) / 60 feet per second, where L is the length of the path in inches.

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Multiple Select

On a map of Chicago, 1 cm represents 100 m. Select **all** statements that express the same scale.

1

5 cm on the map represents 50 m in Chicago.

2

1 mm on the map represents 10 m in Chicago.

3

1 km in Chicago is represented by 10 cm on the map.

4

100 cm in Chicago is represented by 1 m on the map.

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