Rectangle Perimeter/Area Connection

Which figure has the same perimeter but different area as Rectangle A?

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The distance around a shape is its ________.

• area

• perimeter

• square unit

• length times its width

What is the area?

• 35 cm

• 30 cm

• 35 sq cm

• 12 cm

What is the perimeter?

• 24 sq cm

• 24 cm

• 35 sq cm

• 35 cm

What is the perimeter of rectangle B?

• 5

• 6

• 8

• 10

Which statement about the perimeters and areas of Cheung’s rectangles is true?

• The areas are the same, and the perimeters are the same.

• The areas are the same, and the perimeters are different.

• The areas are different, and the perimeters are different.

• The areas are different, and the perimeters are the same.

Which of the figures have the same perimeter but different areas?

• Figures 1 and 2

• Figures 2 and 4

• Figures 1 and 3

• Figures 3 and 4

• None of the Above

What is the area of each rectangle?

• : Area = 6 square units;    : Area = 6 square units

• : Area = 6 square units;    : Area = 3 square units

• : Area = 14 square units;    : Area = 10 square units

• : Area = 7 square units;    : Area = 5 square units

The distance around an object can be found using:

• area

• perimeter

What is the perimeter of the rectangle?

• 28 sq feet

• 28 feet

• 48 feet

• 48 sq feet