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Lesson on Area

Lesson on Area

Assessment

Presentation

Mathematics

6th - 8th Grade

Practice Problem

Medium

CCSS
6.G.A.1, 4.MD.A.3, HSG.SRT.B.4

+4

Standards-aligned

Created by

Melissa Taylor

Used 17+ times

FREE Resource

8 Slides • 16 Questions

1

Areas of Quadrilaterals

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2

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We can think of the area of a two-dimensional ("plane") object as the number of square units it contains.

Each of the figures to the right has the same area.

You can see that counting boxes sometimes works well and sometimes not.​

3

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Fortunately, there are formulas so we don't have to count boxes!

YOU DO NOT HAVE TO MEMORIZE THESE! YOU WILL BE GIVEN A FORMULA SHEET ON THE SOL!

4

Area

Area is a measure of two-dimensional space.  Area is measured in square units, such as square feet or cm2. The two dimensions of a square unit must be perpendicular.

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5

Rectangles & Parallelograms (& Squares)

The area of rectangles, parallelograms, and squares are all effectively the same. The important component is that the two dimensions measured are perpendicular.

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6

Multiple Choice

Question image

What is the area of a rectangle that measures 18 inches by one foot.

1

18 square inches

2

18 square feet

3

216 square inches

4

216 square feet

7

Multiple Choice

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What is the area of the parallelogram shown?

1

30 cm2

2

35 cm2

3

40 cm2

4

50 cm2

8

Triangles

A triangle can always be drawn as half of a rectangle or parallelogram. Any altitude of a triangle can be used as the height when paired with the corresponding base.

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9

Multiple Choice

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What is the area of the shaded triangle?

1

16 cm2

2

20 cm2

3

24 cm2

4

32 cm2

10

Trapezoids

The area of a trapezoid is also calculated by multiplying the hight by the sum of the bases. The height is the distance between the parallel lines. The “base” refers to 2 bases - the top and bottom.

Remember to add the bases, multiply that by height, then divide by 2!

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11

Multiple Choice

Question image

What is the area of the trapezoid shown in the diagram?

1

130 cm2

2

140 cm2

3

180 cm2

4

260 cm2

12

Remember to use a calculator!

Let's practice some more.

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13

Fill in the Blank

Type answer...

14

Multiple Choice

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Determine the area of the parallelogram:

1

166.41 sq. in

2

91.59 sq. in.

3

45.8 sq. in.

4

1181.51 sq. in.

15

Multiple Choice

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Find the area of the triangle.

1

27.3 mi2

2

27 mi2

3

54 mi2

4

54.6 mi2

16

Multiple Choice

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Find the area of the parallelogram.

1

135 mm2

2

130 mm2

3

270 mm2

4

275 mm2

17

Multiple Choice

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Find the area.

1

300 m2

2

40 m2

3

80 m2

4

150 m2

18

Multiple Choice

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Find the area of the triangle.

1

80 yd2

2

40 yd2

3

100 yd2

4

18 yd2

19

Multiple Choice

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Find the area.

1

35 square units

2

30 square units

3

70 square units

4

168 square units

20

Multiple Choice

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Find the area.

1

41.5 in2

2

21.5 in2

3

430 in2

4

1.5 in2

21

Multiple Choice

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Find the area.

1

16 yd2

2

42 yd2

3

22 yd2

4

28 yd2

22

Multiple Choice

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PERIMETER PRACTICE! What is the perimeter?

1

20

2

40

3

60

23

Multiple Choice

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Find the area of this composite shape.

1

60 ft2

2

108 ft2

3

168 ft2

4

154 ft2

24

Multiple Choice

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PERIMETER PRACTICE! What is the perimeter?

1

20

2

5

3

4

Areas of Quadrilaterals

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