Vector product of two vectors is the vector which satisfy following conditions:
Its magnitude is the product of magnitudes of the initial vectors and sine of the angle between them:
Its axis is perpendicular to the plane of the initial vectors:
Its directed such as one would look from its end, the minimal rotation from vector to the vector is carried out counterclockwise (i.e. vectors , , is right-hand triple).
Vector product shares the following features:
Associativity, relative to scalar multiplier (α):
Vector product is calculated by the formula:
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