[" 31.If "u,v" and "w" are non-coplanar vectors and "],[p,q" are real numbers,then the equality "],[(3upvpw]-[pvwqu]-[2wqvqu]=0],[" holds for "]

If u,v,w are non-coplanar vectors and p,q are real numbers, then the equality [3u pv pw] - [pv w qw] - [2w qv qu] = 0 holds for

If vecu, vecv, vecw are non -coplanar vectors and p,q, are real numbers then the equality [3vecu p vecv p vecw]-[p vecv vecw qvecu]-[2vecw-qvecv qvecu]=0 holds for

If vecu, vecv, vecw are non -coplanar vectors and p,q, are real numbers then the equality [3vecu p vecv p vecw]-[p vecv vecw qvecu]-[2vecw qvecv qvecu]=0 holds for

If vecu, vecv, vecw are non -coplanar vectors and p,q, are real numbers then the equality [3vecu p vecv p vecw]-[p vecv vecw qvecu]-[2vecw-qvecv qvecu]=0 holds for

If vecu, vecv, vecw are non -coplanar vectors and p,q, are real numbers then the equality [3vecu p vecv p vecw]-[p vecv vecw qvecu]-[2vecw-qvecv qvecu]=0 holds for