What are 5 different rectangle drawings with a perimeter of 20 units
P = 2L + 2W
Measurements could be
1 by 9
2 by 8
3 by 7
4 by 6
5 by 5
To find different rectangle drawings with a perimeter of 20 units, we can use a simple formula for calculating the perimeter of a rectangle: P = 2(l + w), where P represents the perimeter, l represents the length, and w represents the width of the rectangle.
Since we want the perimeter to be 20 units, we can substitute P = 20 into the formula and solve for the length in terms of the width: 20 = 2(l + w).
Now, let's find five different rectangle drawings by varying the length and width:
1. Length = 9 units, Width = 1 unit
Substituting these values into the formula: 20 = 2(9 + 1)
2. Length = 8 units, Width = 2 units
Substituting these values into the formula: 20 = 2(8 + 2)
3. Length = 7 units, Width = 3 units
Substituting these values into the formula: 20 = 2(7 + 3)
4. Length = 6 units, Width = 4 units
Substituting these values into the formula: 20 = 2(6 + 4)
5. Length = 5 units, Width = 5 units
Substituting these values into the formula: 20 = 2(5 + 5)
These are five different rectangle drawings, each with a perimeter of 20 units.