Scalar triple product online calculator

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Scalar triple product of the vectors (vector a, vector b, vector c) - is the scalar product of the vector a by vector product of the vectors (vector b, vector c):

ab×c

The result of the scalar triple product of the three vectors is the scalar. Scalar triple product can be calculated by the formula:

ab×caxayazbxbybzcxcycz

, where aax,ay,az and bbx,by,bz and bcx,cy,cz

Scalar triple product shares the following features:

If we interchange two vectors, scalar triple product changes its sign:

ab×cba×cbc×a

Scalar triple product equals to zero if and only if three vectors are complanar. Therefore, there is the linear dependence between these vectors.

Our online calculator find the scalar triple product with step by step solution for free.

Vectors scalar triple product calculator
Vector A by:
Vector B by:
Vector C by:
ab×c12232125123×12151233
Vector A = { }
Vector B = { }
Vector C = { }


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