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What is the greatest possible number of 1 centimeter cubes that can be placed into an empty box 3 centimeters x 2 centimeters x 1 centimeter?
The greatest possible number of 1 centimeter cubes that can fit in the box is equal to the volume of the box divided by the volume of a 1 centimeter cube. In this case, the box has a volume of 3 x 2 x 1 = 6 cubic centimeters, and each 1 centimeter cube has a volume of 1 cubic centimeter. Therefore, the greatest possible number of 1 centimeter cubes that can fit in the box is 6 divided by 1, which equals 6 cubes.
How do you calculate cubic meters into meters squared?
Cubic meters (m^3) measure volume, while square meters (m^2) measure area. To convert cubic meters to square meters, you would need to know the depth (height) of the cubic space. Then you can divide the volume in cubic meters by the depth to get the area in square meters.
What is shape of the chalk?
Chalk typically comes in the form of cylindrical sticks or rods, with a diameter ranging from a few millimeters to a centimeter. Some chalk may also be produced in the form of cubes or blocks for specific applications.
How many cubes in a box of rogers sugar cubes?
A standard box of Rogers sugar cubes typically contains 60 cubes.
If one sugar cube has an edge that is 1.2 cm in length how many sugar cubes are required to carpet 1500 square feet?
To find the number of sugar cubes required to carpet an area, you need to determine the area covered by each sugar cube. If a sugar cube has an edge length of 1.2 cm, its surface area is 6.48 square cm. Convert 1500 square feet to square cm and then divide by 6.48 to get the number of sugar cubes needed.
