Volume of parallelepiped build on vectors online calculator

Volume of the parallelepiped equals to the scalar triple product of the vectors which it is build on:

definition of the volume of the parallelepiped, build on vectors

As soos as, scalar triple product of the vectors can be the negative number, and the volume of geometric body is not, one need to take the magnitude of the result of the scalar triple product of the vectors when calculating the volume of the parallelepiped:

formula for parallelepiped volume calculation

Therefore, to find parallelepiped's volume build on vectors, one need to calculate scalar triple product of the given vectors, and take the magnitude of the result found.

Our free online calculator find the volume of the parallelepiped, build on vectors with step by step solution.

Choose vectors input format:

Vector vector A representation form:
Vector vector B representation form:
Vector vector C representation form:
Vector vector A = { }
Vector vector A:
Vector vector B = { }
Vector vector B:
Vector vector C = { }
Vector vector C: