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You cannot get a square using 3 sticks since the definition of a square includes that it must have 4 sides to be considered a square
The angles must change to be something other than 90o
The Triangle must have a base the dimension of the side of the square, the hypotenuse must also be the same length as the side of the square. Then lay the triangle onto the square so the base is exactly over one side of the square and the opposing point is touching the squares opposite side. The triangle covers 1 of the segments of the square and the uncovered parts make up the other 2. Am I even close?
Multiply LxW. The units must be the same. This will give you the area in square units.
In 7776 square what?Without knowing the base using of the 7776 (which must be an area unit: square yards, square inches, square miles, square metres, etc) a conversion to square feet cannot be accomplished.
You cannot get a square using 3 sticks since the definition of a square includes that it must have 4 sides to be considered a square
Sqrt of 453664 is 672 and a bit.So next square is 673 squared, ie 452929, so 265 must be added.
The angles must change to be something other than 90o
The Triangle must have a base the dimension of the side of the square, the hypotenuse must also be the same length as the side of the square. Then lay the triangle onto the square so the base is exactly over one side of the square and the opposing point is touching the squares opposite side. The triangle covers 1 of the segments of the square and the uncovered parts make up the other 2. Am I even close?
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Multiply LxW. The units must be the same. This will give you the area in square units.
In 7776 square what?Without knowing the base using of the 7776 (which must be an area unit: square yards, square inches, square miles, square metres, etc) a conversion to square feet cannot be accomplished.
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The student must use square units when representing area. For example, if the student must find the area of a rectangular room, they might use square feet, or square meters.
I remembered not to walk across the barrack square, You must always walk around it.
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