Area And Perimeter Of Rectangles, Triangles And Parallelograms
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Assesses and reinforces the student's understanding and ability to calculate areas and perimeters of fundamental shapes.
- 1.
- A.
The distance around the outside edge
- B.
The space covered by the shape.
- C.
The length of all sides laid end to end
- 2.
- A.
True
- B.
False
- 3.
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- A.
10 cm
- B.
25 cm
- C.
20 cm
- D.
55 cm
- 4.
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In square cm, what is the area of this square? - 5.
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What is the perimeter of this rectangle?- A.
26 cm
- B.
13 cm
- C.
40 cm
- D.
58 cm
- 6.
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What is the area of this rectangle?- A.
26 cm²
- B.
13 cm²
- C.
58 cm²
- D.
40 cm²
- 7.
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What is the length of side x?- A.
275 cm
- B.
11 cm
- C.
5 cm
- 8.
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What is the perimeter of this rectangle (include the unit)? - 9.
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What is the perimeter of this rectangle (include units)? - 10.
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What is the perimeter of this square?- A.
12 cm
- B.
48 cm
- C.
576 cm
- D.
24 cm
- 11.
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What is the area of this triangle (in square cm)? - 12.
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How long is the base of this triangle? - 13.
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Using Pythagoras, calculate the perimeter of this triangle (rounded to 1 dp):- A.
8.5 cm
- B.
19.5 cm
- C.
11 cm
- D.
23
- 14.
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In square cm, what is the area of this triangle? - 15.
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Using Pythagoras, what is the perimeter of this triangle (rounded to the nearest whole number)? - 16.
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What is the perimeter of this parallelogram?- A.
19 cm
- B.
24 cm
- C.
30 cm
- D.
15 cm
- 17.
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What is the area of this parallelogram?- A.
16 cm²
- B.
28 cm²
- C.
19 cm²
- D.
32 cm²
- 18.
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How long is the base of this parallelogram? - 19.
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What is the perimeter of this parallelogram?
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