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(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 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 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 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.

Q: What is the square root of a football field?

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The field is square, so you know that its length is the same as its width and so, its area is its length times its length. So find the square root of 2500 square metres and that is the length of each side of the square field.

The 8th root

One square kilometer is equal to 100 hectares, which is equivalent to 1,000,000 square meters. A football field is typically about 0.714 hectares, so one square kilometer is equivalent to approximately 140 football fields.

The principal square root is the non-negative square root.

To simplify the square root of 5 times the square root of 6, you can multiply the two square roots together. This gives you the square root of (5*6), which simplifies to the square root of 30. Therefore, the simplified answer is the square root of 30.

Related questions

A football field is 5531.21 square yards.

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The size of an American football field is approximately 5,351.2151 square meters. That is the equivalent to about 57599.9 square feet.

An acre is slightly smaller than a football field. A football field, including the end zones, is about 1.32 acres. An acre is 4,480 square yards while a football field, including end zones is 6,408 square yards.

Lenght of osu football field is generally measured in square meters.

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None of them do. Every American (NFL) football field is 120 yards by 531/3 yards = 6,400 square yards = 5,351.2 square meters. (rounded) 200 square meters is about 0.0374 of one American football field.

43.333333...

The algebraic method I = Iosin ωt and I2 = Io2 sin2ωt can be used to explain the conceptions of root means square electrical field.

Is this a trick question? The length of a football field (American football) is 100 yards. The "diagonal" length, if that is what you really want to know, would be the hypotenuse of the right angle of 100 yards (length) and 50 yards (width). Or, A squared plus B squared equals C squared. 100X100=10,000 plus 50X50=2,500 equals the square root of 12,500, or approximately 111.8 yards. The diagonal length of the playing field is 340 feet. If you include the end zone area, the diagonal length of the entire field is 437.26 feet. A football field is a rectangle. Look at it like its two right triangles abutting each other, all you need to do is determine the hypotenuse, aka the diagonal length, is follow the Pythagorean theorem a2 + b2 = c2, then take the square root of C and you have your answer. Football Field (playing field, not including the end zones): A2 + B2 = C2 A = 300 feet, 3002 = 90,000 B = 160 feet, 1602 = 25600 C2 = ? (A2) 90,000 + (B2) 25,600 = (C2) 115,600 The square root of 115,600 = 340 Football Field (entire playing field, including the end zones): Dimensions of a football field: Length (Playing field) = 300 feet Width = 160 feet Length (Playing field w/end zones) = 360 feet A2 + B2 = C2 A = 360 feet; 3602 = 165,600 B = 160 feet; 1602 = 25,600 C2 = ? (A2) 165,600 + (B2) 25,600 = (C2) 191,200 The square root of 191,200 = 437.26

The average football field measures 100 yards long and is 5400 square meters in size. In that amount of space, a person may find over 10,000 dandelions.

The field is square, so you know that its length is the same as its width and so, its area is its length times its length. So find the square root of 2500 square metres and that is the length of each side of the square field.