SSAT Upper Level Quantitative (Math) › How to find the volume of a cube
Find the volume of a cube with a side length of .
The length of a diagonal of a cube is . Give the volume of the cube.
The length of a diagonal of one face of a cube is . Give the volume of the cube.
The distance from one vertex of a cube to its opposite vertex is one foot. Give the volume of the cube in inches.
A cheese seller has a 2 foot x 2 foot x 2 foot block of gouda and she wants to cut it into smaller gouda cubes that are 1.5 inches on a side. How many cubes can she cut?
The distance from one vertex of a perfectly cubic aquarium to its opposite vertex is meters. Give the volume of the aquarium in liters.
cubic meter =
liters.
An aquarium is shaped like a perfect cube; the area of each glass face is 1.44 square meters. If it is filled to the recommended 90% capacity, then, to the nearest hundred liters, how much water will it contain?
Note: 1 cubic meter = 1,000 liters.
A cube has six square faces, each with area 64 square inches. Using the conversion factor 1 inch = 2.5 centimeters, give the volume of this cube in cubic centimeters, rounding to the nearest whole number.
The distance from one vertex of a cube to its opposite vertex is . Give the volume of the cube.
The length of a diagonal of one face of a cube is 10. Give the volume of the cube.