L=360
W=160
2L+2W=Perimeter
2(3W-120)+2(W)=1040
6W-240+2W=1040
8W-240=1040
8W=1280
W=160
L=3W-120
L=(3*160)-120
L=480-120
L=360
120 x 360
(a football field)0.5 A football field is not a number or a quantity and so cannot have a square root. The length of a football field can have a square root, its width can, its area can, but it cannot.(a football field)0.5 A football field is not a number or a quantity and so cannot have a square root. The length of a football field can have a square root, its width can, its area can, but it cannot.(a football field)0.5 A football field is not a number or a quantity and so cannot have a square root. The length of a football field can have a square root, its width can, its area can, but it cannot.(a football field)0.5 A football field is not a number or a quantity and so cannot have a square root. The length of a football field can have a square root, its width can, its area can, but it cannot.
Field = 5y x1y where y depicts the measurement and 5:1 is the ratio. The perimeter of the field = 325 yards, assuming that opposite sides of the field are of equal length. Therefore assume that the perimeter of the field = 1y+1y+5y+5y =12y Set 12y = 325 yards to get y=27.0833 yards Therefor the field is 135.4167 yards x 27.0833 yards.
Minimum width: 18.30m (20 yards)Maximum width: 27.45m (30 yards)Minimum length: 27.45m (30 yards)Maximum length: 45.75m (50
L + W = 87. L = 2W + 9 so (2W + 9) + W = 87 ie 3W = 78 so Width is 26 m and Length is 61 m.
[ad
The perimeter is 328 m. (Width: 64m length: 100m)
Since the dimensions of a standard football field are 105 x 68m, and a football field is a rectangle, then 105 + 68 + 105 + 68 = 346, so the perimeter is 346m.
The length is 10 meters and the width is 5 meters
cc
120
346m
If the perimeter is 346 and the length is 67 yards longer then the width.Then346 = 2x + 2(x+67) = 4x + 1344x = 212x = 53The width is 53 yards53 + 67 = 120The length is 120 yardsTo check 120 + 53 + 120 + 53 = 346
5,347,962,110 Miles
No. Same dimensions
(a football field)0.5 A football field is not a number or a quantity and so cannot have a square root. The length of a football field can have a square root, its width can, its area can, but it cannot.(a football field)0.5 A football field is not a number or a quantity and so cannot have a square root. The length of a football field can have a square root, its width can, its area can, but it cannot.(a football field)0.5 A football field is not a number or a quantity and so cannot have a square root. The length of a football field can have a square root, its width can, its area can, but it cannot.(a football field)0.5 A football field is not a number or a quantity and so cannot have a square root. The length of a football field can have a square root, its width can, its area can, but it cannot.
The answer may vary. If you take a square away from the field it will still have the same perimeter. So the Length and Width may vary on how you make the field.
A professional sized pitch is 300m in perimeter two 100m sides by two 50m ends