Start learning →

The scalar triple product [a b c] geometrically represents:

AThe angle between a and (b × c)
BThe unit normal to the plane of a, b, c
CThe sum of magnitudes a + b + c
DVolume of the parallelepiped with edges a, b, c
Answer & Solution
Correct answer: D. Volume of the parallelepiped with edges a, b, c
[a b c] = a · (b × c) = SIGNED VOLUME of the parallelepiped with edges a, b, c. If 0, the three vectors are COPLANAR.
Practise this question with Quill — GRE →

Keep practising Vector Algebra and 3D Geometry

Browse all Vector Algebra and 3D Geometry questions for GRE, or explore more Mathematics topics.

Start a Vector Algebra and 3D Geometry lesson →