The "Triple Product" refers to a mathematical operation involving three vectors in three-dimensional space. It is calculated as the scalar product of one vector with the cross product of the other two vectors. This operation is useful in physics and engineering, particularly in determining the volume of a parallelepiped formed by the three vectors. In mathematical terms, if you have three vectors, A, B, and C, the Triple Product can be expressed as A · (B × C). The result gives a scalar value that represents the signed volume of the parallelepiped, indicating both size and orientation in space.