GMAT Quantitative Reasoning › Calculating the volume of a tetrahedron
The height of a right pyramid and the sidelength of its square base are equal. The perimeter of the base is one yard. Give its volume in cubic inches.
A right pyramid has height ; its base is a square with four sides of length
each. What is the volume of this pyramid?
A right triangular pyramid has as its base an equilateral triangle with sidelength 10. Its height is 15.
Give its volume.
What is the volume of a right pyramid whose height is 20 and whose base is an equilateral triangle with sidelength 10?
In three-dimensional space, the four vertices of a tetrahedron - a solid with four faces - have Cartesian coordinates
,
where
Give its volume in terms of .
In three-dimensional space, the four vertices of a tetrahedron - a solid with four faces - have Cartesian coordinates .
What is the volume of this tetrahedron?
In three-dimensional space, the four vertices of a tetrahedron - a solid with four faces - have Cartesian coordinates .
Give its volume.