Two rectangular and square flower beds were laid out in the park. The rectangular shape is 6m long.

| July 3, 2021 | education

Two rectangular and square flower beds were laid out in the park. The rectangular shape is 6m long. And the width is 4m. A square-shaped flower bed has a side of 5m. The area of which flower bed is larger and by how much.

1) Since the length of a rectangular flower bed is 6 cm, and the width is 4 cm, the area of ​​a rectangular flower bed is equal to the product of length and width: S = a * b, S = 6 m * 4 m = 24 square meters.
2) Since a square-shaped flower bed has a side of 5 m, the area of ​​the rectangle is equal to the product of length and width: S = a * b, and since the square has a length equal to the width, the area is S = a * a = a ^ 2. Substituting our known side value of 5 meters, we find the area: S = 5 m * 5 m = 25 square meters.
3) The area of ​​a square-shaped flower bed is larger than the area of ​​a rectangular flower bed: 25 – 24 = 1 sq. M. Answer: the area of ​​a square-shaped flower bed is larger than the area of ​​a rectangular flower-bed by 1 square meter.



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