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Q: Can you make a shape with 18 area and 20 perimeter?
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Related questions

How do you make a shape with 18 area and 20 perimeter?

a 4*5 rectangle.


What is the shape for a figure to have a perimeter of 20 and an area of 18?

Perimeter and area are not sufficient to determine the shape of a figure.


Why isn't it possible to make a shape with 18 area and 20 perimeter?

Actually it is possible.


What is the shape if perimeter is 18 and area is18?

a rectangle


What is the answer to 28 perimeter and 18 area?

It depends. What shape is it? And is it equilateral or not?


Is it possible to have a shape with a perimeter of 20 and an area of 18?

Yes.


Is it possible to make a shape with 28 perimeter and 18 area?

Yes. Use excel with 18 boxes. Offsetting the boxes will get you the right answer.


Is it possible to make a shape with 20 perimeter and 18 area?

No, because you would need a calculation os 3 to make a calculation of 6, and 18 and 20 aren't friendly to one another!


What has an area of 18 sq feet and a perimeter of 18 feet?

The simplest shape is a 6ft*3 ft rectangle.


How to draw a shape with a perimeter that is 12 or 15 or 18 or 21 and the area is 12?

The perimeter and area of a shape do not provide sufficient information. With a given perimeter, the largest area that you can enclose is a circle, but you can then flatten the circle to reduce its area. Similarly, in terms a of quadrilaterals, a square has the largest area, but it can be flexed into a rhombus whose area can be made as small as you like. All that can be said is that there is no shape with a perimeter of 12 units whose area is 12 square units.


Can you give me a example of surface area?

Surface area is the perimeter (amount of space around a shape) around a shape. For example: I have a rectangle So: 3+3=6 9+9=18 18+18=36cm2


Does a shape with a smaller perimeter always have a smaller area?

No, a shape with a smaller perimeter does not always have a smaller area. The relationship between perimeter and area depends on the specific shape in question. For example, a square with a perimeter of 12 units will have a larger area than a rectangle with the same perimeter. The distribution of perimeter and area varies based on the shape's dimensions and proportions.