Cube practice problems - page 4 of 28
Number of problems found: 560
- Cube edge millimeter
How many cubes with an edge of 1 mm fit into a cube with an edge of 1 cm? - Dice and coin
A number cube is rolled, and a coin is tossed. The number cube and the coin are fair. What is the probability that the number rolled is greater than two and the coin toss is head? - Perfect cubes
Suppose a number is chosen at random from the set (0,1,2,3,. .. ,202). What is the probability that the number is a perfect cube? - Cube Edge and Volume
The cube has an area of 5400 cm². What are the length of its edge and the volume of the cube? - Cube volume
The cube has a surface of 384 cm². Calculate its volume. - Cube
How many times increases the surface area of a cube with an edge 13.1 cm if the length of the edge doubles? - Cube basics
How long is the edge length of a cube with volume 1 m³? - Power
Number left(sqrt(16 * sqrt[ 7 ] (16)) right) 19 can be written in the form 16^x. Find the value of x. - Cube cutting calculation
How many can small cubes with a 1cm long edge cut from a cube with a 3cm long edge? - Cubes
How many cubes with an edge length of 5 cm may fit in the cube with an inner edge of 0.4 m maximally? - Cube edge creation
From how many cubes with a 4 cm edge can a cube with a 16 cm edge be created? - Cube volume decrease
By what percent does a cube's volume decrease if its edge length is reduced by a quarter? - Wooden cube
Find the weight of a wooden cube with an edge of 3.5 dm if the wood's density is 0.7 g/cm³. - Cube V2S
The volume of the cube is 27 dm cubic. Calculate the surface of the cube. - Area to volume
If the surface area of a cube is 486, find its volume. - Cube surface and volume
Find the surface of the cube with a volume of 27 dm³. - The cube
The cube has a surface area of 486 m². Calculate its volume. - Cube and water
How many liters of water can fit into a cube with an edge length of 0.11 m? - Cube Surface from Volume
Calculate the surface area of a cube with a volume of 262,144 cm³. - Small cubes
How many small cubes do we get when we cut a cube with an edge of 5 dm into cubes with an edge of 1 dm?
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