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You will get no 8.5 yard squares!
The answer obviously depends on the units used for the 8.5 squares. But since you have not bothered to provide that crucial bit of information, I cannot provide a more useful answer.
You will get no 8.5 yard squares!
The answer obviously depends on the units used for the 8.5 squares. But since you have not bothered to provide that crucial bit of information, I cannot provide a more useful answer.
You will get no 8.5 yard squares!
The answer obviously depends on the units used for the 8.5 squares. But since you have not bothered to provide that crucial bit of information, I cannot provide a more useful answer.
You will get no 8.5 yard squares!
The answer obviously depends on the units used for the 8.5 squares. But since you have not bothered to provide that crucial bit of information, I cannot provide a more useful answer.
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How many squares fit in an hexagon?
Very many if they are much smaller than the hexagon.If the square is to have the same length side as an equilateral hexagon and you are not allowed to cut the square then one.If you are allowed to cut the square but it (they) have to have the same length side as an equilateral hexagon then: about 2.6 [Exactly (3 * (Sqrt 3)) / 2 ]
Is a rectangle a special type of square?
yes, because if you cut the rectangle in half it would make 2 squares
If the letters of this word were written on paper and then cut into squares with one letter per square what is the probability of this event?
The probability of the event given in the question is 0.
When you cut your speed in half you cut your kinetic energy by how many times?
two
How many one-meter squares fit inside a square that has an area of 9 squares?
-- The area of each little square is 1 square meter. -- The area of the big square is 9 square meters. -- So 9 little ones will cover the big one. Note: If the big one wasn't in the shape of a 3m x 3m square or a 1m x 9m rectangle, then you might have to cut up some of the little ones to make them fit the shape, but even so, 9 of them would exactly cover the bigger shape.
