If a, b and c are three non-coplanar vectors, then find the value of `(a*(btimesc))/(ctimes(a*b))+(b*(ctimesa))/(c*(atimesb))`.

If vec a,vec b, and vec c are three non-coplanar vectors,then find the value of (vec a*(vec b xxvec c))/(vec b*(vec c xxvec a))+(vec b*(vec c xxvec a))/(vec c*(vec a xxvec b))+(vec c*(vec b xxvec a))/(vec a xxvec c))

If a, b and c are any three non-zero vectors, then the component of atimes(btimesc) perpendicular to b is

If a, b and c are any three non-zero vectors, then the component of atimes(btimesc) perpendicular to b is

If a, b and c are three vectors such that [a b c]=1, then find the value of [a+b b+c c+a]+[ atimesb btimesc ctimesa ]+[ atimes(btimesc) btimes(ctimesa) ctimes(atimesb) ]

If a, b and c are three vectors such that [a b c]=1, then find the value of [a+b b+c c+a]+[ atimesb btimesc ctimesa ]