Same Area Different Rectangles

Do the figures have the same area or perimeter?

• Area

• Perimeter

• Both

True or False: Both figures have an area of 24 units.

• True

• False

Which statement is true?

• The figures have the same perimeter but different areas.

• The figures have different perimeters but the same area.

• The figures have the same area and perimeter.

• The figures have different perimeters and areas.

Larry drew 2 rectangles in his notebook.

Which statement about the perimeters and areas of the rectangle is true?

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

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

• The two rectangles have the same area and perimeter.

• The two rectangles have different areas and perimeters.

• The rectangles have the same area and perimeter.

• The rectangles have the same area, but different perimeters.

• The rectangles have the same perimeter, but different areas.

• The rectangles have different areas and perimeters.

Which rectangle has the same area as the figure above, but a different perimeter?

• 
• 
• 
• 

Find the area.

• 45ft

• 80ft

• 18ft

• 24ft

Which rectangle has a greater area?

• Rectangle A

• Rectangle B

What is the area?

• 35 cm

• 30 cm

• 35 sq cm

• 12 cm

What is the area of each rectangle?

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

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

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

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