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An equilateral triangle with sides of 10/3 units, an isosceles triangle with 2 sides of a units and the third of 10-2a units (for any a<5), or several options for scalene triangles.
A square or rhombus with sides of 2.5 units, or a rectangle or parallelogram with sides of b and 5-b units etc
A regular pentagon with sides of 2 units.
And so on.
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LaoTo draw a figure with a perimeter of 10 units, you can start by considering different shapes such as a rectangle, triangle, or a combination of shapes. For example, to draw a rectangle with a perimeter of 10 units, you can make one side 2 units and the other side 3 units, then duplicate these measurements on the other side. Alternatively, you can draw a triangle with side lengths of 3 units, 4 units, and 3 units to achieve a perimeter of 10 units.
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Can you describe a figure with the given perimeter of 10 units and 22 units?
No. A figure cannot have two perimeters.
How would you Arrange 4 squares to make a figure with a perimeter of 10 units?
Assuming each square is one square unit, if you put them all in a line, the perimeter ends up being 10 units. ______ l_l_l_l_l
How do you draw a shape in which is the perimeter numerically twice the area?
Well, isn't that a happy little challenge! To draw a shape where the perimeter is twice the area, you can start with a rectangle. Let's say the length is 4 units and the width is 1 unit. The perimeter would be 10 units (4+4+1+1) and the area would be 4 square units (4x1). Keep painting those shapes and exploring the joy of numbers!
What is the perimeter of a rectangle if the area is 140?
Further information is needed to provide an answer to this question. If the area is 140 sq units, then this could be formed from a rectangle 1 unit wide by 140 units long - giving a perimeter of 2 x 140 + 2 x 1 = 282 units. But, the rectangle could be 14 units wide and 10 units long giving a perimeter of 2 x 14 + 2 x 10 = 48 units.
What figure do you draw if you draw a rectangle and you draw 10 more rectangles in the rectangle?
Its pretty much 11 rectangles in one.
