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Draw different shapes with the same area. You can use Cut-out 8 squared paper for this question.

Mathematics

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here are the instructions for drawing the shapes with the specified areas. Since I cannot draw, I will describe the dimensions for each shape. You can use these dimensions to draw them on squared paper.

2. Draw different shapes with the same area. You can use Cut-out 8 squared paper for this question.

a) A rectangle with 12 square units.
Draw a rectangle that is 3 units long and 4 units wide.
Area = 3×4=12 square units3 \times 4 = \boxed{\text{12 square units}}.

b) A different rectangle with 12 square units.
Draw a rectangle that is 2 units long and 6 units wide.
Area = 2×6=12 square units2 \times 6 = \boxed{\text{12 square units}}.

c) A different rectangle with 12 square units.
Draw a rectangle that is 1 unit long and 12 units wide.
Area = 1×12=12 square units1 \times 12 = \boxed{\text{12 square units}}.

d) A square with 16 square units.
Draw a square that is 4 units long and 4 units wide.
Area = 4×4=16 square units4 \times 4 = \boxed{\text{16 square units}}.

e) A rectangle with 16 square units.
Draw a rectangle that is 2 units long and 8 units wide.
Area = 2×8=16 square units2 \times 8 = \boxed{\text{16 square units}}.

f) A different square with 16 square units.
There is only one square with an area of 16 square units, which is a 4×44 \times 4 square. If you need a different shape with 16 square units, you could draw a rectangle like the one in part (e).
Area = 4×4=16 square units4 \times 4 = \boxed{\text{16 square units}}.

g) Any shape with 18 square units.
Draw a rectangle that is 3 units long and 6 units wide.
Area = 3×6=18 square units3 \times 6 = \boxed{\text{18 square units}}.

h) Any shape with 18 square units.
Draw a rectangle that is 2 units long and 9 units wide.
Area = 2×9=18 square units2 \times 9 = \boxed{\text{18 square units}}.

i) Any different shape with 18 square units.
Draw a rectangle that is 1 unit long and 18 units wide.
Area = 1×18=18 square units1 \times 18 = \boxed{\text{18 square units}}.

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