In your mind's eye, picture an opened but empty cardboard box which is 3x3 whatevers. We'll call them 'centimeters' (cm) so as not to confuse you. You will find that NINE 1x1cm boxes will fit inside, forming a 'bottom layer'. Two more layers on top of that and you will have ONE CUBIC (whatever) CENTIMETER. If you had started with one-foot square boxes, the total of twenty-seven 'units' would equal ONE SQUARE YARD. ( AKA: 3x3X3 or 3, cubed 'whatevers')
9
The largest square that you can fit in any cube will have each corner 1/4 of the way away from a corner of the cube and will have a side length of s*3√2/4 where s is the length of the sides of the cube. For a unit cube, the side length is 1 by definition, meaning that this largest square will have a side length of 3√2/4 and that its area will be 9/8 units squared.
A cube would fit the given description.
1,000,000 cm or One Million cm
754,920 bills fit in the cube
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The largest square that you can fit in any cube will have each corner 1/4 of the way away from a corner of the cube and will have a side length of s*3√2/4 where s is the length of the sides of the cube. For a unit cube, the side length is 1 by definition, meaning that this largest square will have a side length of 3√2/4 and that its area will be 9/8 units squared.
first take one side of the cube...on one single side of the cube you can fit 4 squares along each edge, for a total of 16 on one cube side. Then multiply this by 6 sides. 16 x 6 = 96 tiles
To calculate the number of small cubes that can fit in the big cube, we need to consider the volume of both cubes. The volume of the big cube with side length 20 cm is 20^3 = 8000 cubic cm. If each small cube has a side length of 1 cm, then the volume of each small cube is 1^3 = 1 cubic cm. Therefore, we can fit 8000 small cubes inside the big cube.
5*5*5 = 125 of them.
I suspect that "cube" is the answer you are looking for. A regular tetrahedron could also fit the measurements, as could a sphere. In fact, if you were to start with a perfect cube of material and ensure that some part of each face was retained, one could argue that anything carved out from that original cube had equal length, height, and width.
A cube would fit the given description.
1,000,000 cm or One Million cm
The answer is 1,944 cm cubed
754,920 bills fit in the cube
Half the length of a side of the square.
1 000 000 cubes would be held. 1 000 litres of water.