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What is the area of a triangle with a base of W meters and a height of 7 meters?
0.5*7*w=3.5w
What is the area of Ain W Zain?
The area of Ain W Zain is 5,000,000.0 square meters.
What is the area of 6 meters long and three meters wide?
Area of an rectangle is always found by "l x w" or length time width. So the area of this rectangle would be found by: l x w 6 m x 3 m 18 m².
What is the area of John W. Flanagan Dam?
The area of John W. Flanagan Dam is 4,633,650.603648 square meters.
What is the area of Henry W. Grady House?
The area of Henry W. Grady House is 14,163.9974784 square meters.
What is the area of William W. Powers State Recreation Area?
The area of William W. Powers State Recreation Area is 2,347,176.724992 square meters.
What is the area of a rectangle nine meters long and and eight meters wide?
you do 9 meters long x 8 meters wide= 72cm3 [ cm3 = area of something ].
13.86km long by 3 meters wide what is the area in square meters?
The area is 41,580 square meters.
What is the area of a room that is 10meters long and 10meters wide?
The area of a room can be calculated using the formula: Area = length × width. For a room that is 10 meters long and 10 meters wide, the area would be 10 meters × 10 meters, which equals 100 square meters. Therefore, the area of the room is 100 square meters.
What is the area of Long Lye?
The area of Long Lye is 117,000.0 square meters.
What is 10 meters long by 7 meters wide in square meters?
To find the area of a rectangle, you multiply its length by its width. In this case, 10 meters by 7 meters equals an area of 70 square meters.
What are the dimensions of the largest rectangular pen that can be enclosed with 64 meters of fence?
To find the dimensions of the largest rectangular pen that can be enclosed with 64 meters of fence, we can use the formula for the perimeter of a rectangle, which is (P = 2(l + w)), where (l) is length and (w) is width. Setting the perimeter equal to 64 meters gives us (l + w = 32). To maximize the area (A = l \times w), we can express (w) as (w = 32 - l) and find the maximum area occurs when (l = w = 16). Therefore, the dimensions of the largest rectangular pen are 16 meters by 16 meters, making it a square.
