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E24.3 Scale drawings

E24.3 Scale drawings

Assessment

Presentation

Mathematics

7th Grade

Medium

Created by

Ben Chen

Used 3+ times

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6 Slides • 6 Questions

1

Grade 7

Exercise 24.3

Scale drawings

By Ben Chen

2

A scale drawing lets you show something very large on a piece of paper.

Scale drawing

media
media

3

Multiple Choice

What is a scale drawing?

1

It let's you climb something very tall

2

It lets you weigh something very tall

3

It lets you weigh something very large

4

It lets you show something very large on a piece of paper

4

Worked example a)

A diagram is drawn to a scale of 1 : 25. A line on the diagram has length

20 cm. What actual length does it represent?

5

Solution to a)

A diagram is drawn to a scale of 1 : 25. A line on the diagram has length

20 cm. What actual length does it represent?

​1 : 25 means real life is 25 times bigger than the drawing.

20 × ​25 = 500

​So 20 cm on the diagram represents 500 cm (5 m) in real life.

6

Multiple Choice

A diagram is drawn to a scale of 1 : 50. A line on the diagram has length 40 cm. What actual length does it represent?

1

2 cm

2

20 cm

3

200 cm

4

2,000 cm

7

Multiple Choice

A diagram is drawn to a scale of 1 : 50. A line on the diagram has length 40 cm. What actual length does it represent?

1

0.2 m

2

2 m

3

20 m

4

200 m

8

Multiple Choice

A diagram is drawn to a scale of 1 : 100. The real life length is 80 cm.

What is the length of the line in the diagram?

1

0.8 cm

2

8 cm

3

80 cm

4

800 cm

9

Multiple Choice

A diagram is drawn to a scale of 1 : 10. The real life length is 90 m.

What is the length of the line in the diagram?

1

0.9 cm

2

9 cm

3

90 cm

4

900 cm

10

Worked example c)

A circular arena is being built. On a scale drawing, the radius of the arena is 8 cm. The radius of the actual arena is 120 m. Calculate the scale of the drawing.

11

Solution to c)

A circular arena is being built. On a scale drawing, the radius of the arena is 8 cm. The radius of the actual arena is 120 m. Calculate the scale of the drawing.

First, change the 120 m to cm.

120 m ×​ 100 cm/m = 12,000 cm

​Then, divide the real life length by the drawing length

12,000 cm ÷​ 8 cm = 1,500

Therefore, the scale ​of the drawing is 1 : 1,500

12

Multiple Choice

A circular arena is being built. On a scale drawing, the radius of the arena is 7 cm. The radius of the actual arena is 91 m. Calculate the scale of the drawing.

1

1 : 1,100

2

1 : 1,200

3

1 : 1,300

4

1 : 1,400

Grade 7

Exercise 24.3

Scale drawings

By Ben Chen

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