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25 * 1.25 * 3 = 93.75 inches3 = 1536.3 cm3

Q: What is the volume of a block of wood in cm3 if its edge are 25 in x 1.25 in x 3 in?

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This density is 0,8 g/cm3.

125 cuins

. . . has edge lengths of 5 units.

5 cm

5 cm, since 5 x 5 x 5 = 125

Related questions

The density of the wood block is calculated by dividing the mass by the volume, so density = mass/volume. In this case, density = 57g / 125 cm3 = 0.456 g/cm3.

the volume of a cube if the edge is 5=5x5x5 or 125.

The density of the wood block is calculated by dividing its mass by its volume. In this case, the density would be 0.456 g/cm3 (57 g / 125 cm3).

This density is 0,8 g/cm3.

The volume of a cube with an edge of 5 centimeters is: 125 cm3

If the volume of a cube is 125 cubic cm, the length of each edge is: 5 cm

The volume will be 125 cubic inches. (V = a3 where 'a' is the edge length)

125 cuins

Each edge measures five inches.

Each edge will be the cube root of 125 which is 5 cm

Its 125 cm^3 As volume of a cube is equal to the multiplication of its length width and hight .If each edge has 5cm length than the answer will be Volume =5 X 5 X5 Volume= 125 cubic centimeter

. . . has edge lengths of 5 units.