If a b c are unit vectors such that a.b=b.c=c.a=1/2 then the volume of the tetrahedron whose coterminous edges are Ans. 1/6 sq.rt(2) cubic units

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If a b c are unit vectors such that a.b=b.c=c.a=1/2 then the volume of the tetrahedron whose coterminous edges are Ans. 1/6 sq.rt(2) cubic units

Arun · Answer

Dear student question is incomplete as coterminus edges are not written. Please check and repost this. You can also attach an image. I will be happy to help you.

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If a b c are unit vectors such that a.b=b.c=c.a=1/2 then the volume of the tetrahedron whose coterminous edges are Ans. 1/6 sq.rt(2) cubic units

If a b c are unit vectors such that a.b=b.c=c.a=1/2 then the volume of the tetrahedron whose coterminous edges are
Ans. 1/6 sq.rt(2) cubic units

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If a b c are unit vectors such that a.b=b.c=c.a=1/2 then the volume of the tetrahedron whose coterminous edges are Ans. 1/6 sq.rt(2) cubic units

If a b c are unit vectors such that a.b=b.c=c.a=1/2 then the volume of the tetrahedron whose coterminous edges areAns. 1/6 sq.rt(2) cubic units

1 Answers

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If a b c are unit vectors such that a.b=b.c=c.a=1/2 then the volume of the tetrahedron whose coterminous edges are
Ans. 1/6 sq.rt(2) cubic units