Respuesta :
The area of the rectangular pasture is found to be 80,000 ft².
Explain the term Rectangle?
- A rectangular is a flat, two-dimensional object with four sides.
- A rectangle has two opposite sides that are parallel to one another and have the same length.
- A rectangle with the dimensions l and w has an area of l w. The rectangle's perimeter is 2(l + w).
Given:
- A rectangular pasture does have a 1200 foot circumference.
- The width of the meadow is 200 feet wider than its length.
Let the pasture's rectangular length be l feet.
Given that the rectangular pasture's length being 200 feet longer than its breadth, its width must be w = l200 feet.
The pasture's boundary is;
2(l + w) = 1200
2(l + l - 200) = 1200
2l - 200 = 600
l = 400 feet
Width; w = l - 200
w = 400 - 200 = 200 feet
Rectangular area;
A = l x w
A = 400 x 200
A = 80,000 ft²
Thus, the area of the rectangular pasture is found to be 80,000 ft².
To know more about the Rectangle, here
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