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Volume of the rectangular parallelepiped The volume of the rectangular parallelepiped is calculated by multiplying the base area by the height of the parallelepiped. Volume formula: V = a * b * c |
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| A rectangular parallelepiped is a convex polyhedron with six rectangular faces. | |||
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The dimensions of the rectangular parallelepiped are the heights of three non-parallel faces: a, b, c. The diagonal of the rectangular parallelepiped is the segment that joins two vertices that do not belong to the same face. There are four such lines, competing at a point called the center of the rectangular parallelepiped. Any edge of the parallelepiped is perpendicular to its two sides. The rectangular parallelepiped with all the square faces is a cube. Opposite faces are identical and parallel. The diagonals of the body are equal. a, b, c - sides d - diagonal body |
 | mathematics |
measurement units | |
