To draw a shape with the same area and perimeter, decide what shape you want to draw, then take the equations for area and perimeter and make them equal, and then solve what the various side lengths have to be. For instance, the area of a square is L2 where L is the side length, and the perimeter of a square is Lx4 We want them equal, so L2=Lx4 Dividing both sides by L gives us L=4, so if I draw a square with side length 4, it will have the same area and perimeter.
There is a square that has a length of 4. Area: 4 x 4: 16 Perimeter: 4+4+4+4= 16 Yes, there is a shape with the same perimeter and area.
There are an infinite number of them. Any shape that you can draw or define or describe or imagine can be made with an area of 36.
how do you draw a trapezoid two ways
A 5 by 3 rectangle
To draw a shape with the same area and perimeter, decide what shape you want to draw, then take the equations for area and perimeter and make them equal, and then solve what the various side lengths have to be. For instance, the area of a square is L2 where L is the side length, and the perimeter of a square is Lx4 We want them equal, so L2=Lx4 Dividing both sides by L gives us L=4, so if I draw a square with side length 4, it will have the same area and perimeter.
There is a square that has a length of 4. Area: 4 x 4: 16 Perimeter: 4+4+4+4= 16 Yes, there is a shape with the same perimeter and area.
square circle rectangle diamond
Pick a unit. Draw a square that has two of those units on each side.
No, but I can tell you that an 8 x 8 square has an area of 64 and a perimeter of 32.
There are an infinite number of them. Any shape that you can draw or define or describe or imagine can be made with an area of 36.
how do you draw a trapezoid two ways
A 5 by 3 rectangle
Yes such as a square with 4 feet sides
A rectangle with sides of 3 and 4 units will meet the requirements.
You cannot draw a 3d shape. What you can draw, though, is a two dimensional projection of a 3 dimensional shape.
It depends on the shape. Any area up to 20.37 square cm is possible.