Because area is a function of perimeter.
For any perimeter, the rectangle with the greatest area is a square.For a 16-inch perimeter, the greatest rectangular area is 16 square inches,inside a square with 4-inch sides.But if you don't necessarily need straight sides, then you can squeeze more areainside the same perimeter with a circle. A circle with a 16-inch circumference has anarea of 20.372 square inches.
The greatest area is 10000 square yards.
21 x 2 has greatest perimeter
The square is.
Because area is a function of perimeter.
In whole numbers, the greatest perimeter would be a rectangle 48 x 1, resulting in a perimeter of 98m.
For any perimeter, the rectangle with the greatest area is a square.For a 16-inch perimeter, the greatest rectangular area is 16 square inches,inside a square with 4-inch sides.But if you don't necessarily need straight sides, then you can squeeze more areainside the same perimeter with a circle. A circle with a 16-inch circumference has anarea of 20.372 square inches.
It's greatest possible perimeter: 1+39+1+39 = 80 feet
The greatest area for a fixed perimeter will be when all the sides are equal or when the rectangle approaches the shape of a square.
. What is the greatest area possible enclosed by a quadrilateral with a perimeter of 24 feet?
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The greatest area is 10000 square yards.
21 x 2 has greatest perimeter
The square is.
To determine which dimension from exercise 8 has the greatest perimeter, we would need to compare the perimeters calculated for each shape based on their provided dimensions. The perimeter is typically calculated by adding all the sides of a shape. Without the specific dimensions or shapes from exercise 8, I cannot definitively state which has the greatest perimeter. If you provide the dimensions, I can help calculate and compare them.
Archimedes, one of the greatest mathamaticians of all times.