If A,B,C are three points with position vectors `veci+vecj,veci-hatj and pveci+qvecj+rveck` respectiey then the points are collinear if (A) `p=q=r=0` (B) `p=qr=1` (C) `p=q,r=0` (D) `p=1,q=2,r=0`

P,Q and R are three points with position vector i + j , i - j and ai +bj +ck respectively. if P,Q,R are collinear then

P,Q and R are three points with position vector i+j,i-j and ai +bj+ck respectively.if P,Q,R are collinear then

If P, Q, R are three points with respective position vectors hati + hatj, hati -hatj and a hati + b hatj + c hatk . The points P, Q, R are collinear, if

Statement 1: if three points P,Q and R have position vectors vec a,vec b, and vec c ,respectively, and 2vec a+3vec b-5vec c=0, then the points P,Q, and R must be collinear.Statement 2: If for three points A,B, and C,vec AB=lambdavec AC, then points A,B, and C must be collinear.

A, B and C are the points (a, p), (b,q) and (c,r) respectively such that a, b and c are in AP and p,q and r in GP. If the points are collinear, then

If a,b,c are three non-coplanar vector, then the vectors equation r = (1 -p-q) a +p b +qc respesents a

If the prth term of an A.P. is q and qth term is p, then rth term is (A) q-p+r (B) p-q+r (C) p+q+r (D) p+q-r