A paralallogram with a perimeter = 13 units can be made to "lean" over until its area becomes 5 square units.
Also:
A rectangle with a long side of 5.608495283 and a short side of 0.8915047169 will have a perimeter of 13 units and an area of 5 square units.
Also:
An isosceles triangle with say 2 legs of 5.5943 and the 3rd leg of 1.8114 will have a perimeter of 13 units and an area of 5 square units.
So the answer is that there are many shapes that will satisfy the perimeter and area given.
You can have a regular polygon with n sides where the length of each side is 13/n units. For example, a triangle with sides of 4.33... units, or a square with sides of 3.25 units etc. Or you can have irregular polygons - a triangle with sides of 4,4 and 5 units, etc.
Perimeter = 6*13 = 78 units
56 apex
There are: 13*9 = 117 square units
13*9 = 117 square units
You can have a regular polygon with n sides where the length of each side is 13/n units. For example, a triangle with sides of 4.33... units, or a square with sides of 3.25 units etc. Or you can have irregular polygons - a triangle with sides of 4,4 and 5 units, etc.
43
Perimeter = 4*13 = 52 units of measurment
It is an isosceles triangle with a perimeter of 26+(4 times square root of 13) linear units and an area of 78 square units
Perimeter = 6*13 = 78 units
56 apex
There are: 13*19 = 247 square units
There are: 13*9 = 117 square units
To determine the area in square units of an office that is 13 square units, we simply acknowledge that the area is already provided as 13 square units. Therefore, the office occupies 13 square units of space.
13*9 = 117 square units
There are: 13*19 = 247 square units
There are: 13*9 = 117 square units