If `P(3, 2, -4), Q(5, 4, -6) and R(9, 8, -10)` are collinear, then R divides PQ in the ratio

If P (3,2,−4) , Q (5,4,−6) and R (9,8,−10) are collinear, then divides in the ratio a. 3:2 internally b. 3:2 externally c. 2:1 internally d. 2:1 externally

Given that P(3, 2, -4), Q(5, 4, -6) and R(9, 8, -10) are collinear. Find the ratio in which Q divides PR.

If the points P (1,2,3), Q(4,5,6) and R(7,8,9) are collinear then Q divides PR in the ratios of -

If A(3, 2, -4), B(5, 4, -6) and C(9, 8, -10) are three collinear points, then the ratio in which point C divides AB.

If A(3, 2, -4), B(5, 4, -6) and C(9, 8, -10) are three collinear points, then the ratio in which point C divides AB.

Given that P (3, 2,-4), Q (5, 4,-6) and R (9, 8, -10) are collinear. Find the ratio in which Q divides PR.

Given that P (3, 2, 4) , Q (5, 4, 6) and R (9, 8, 10) are collinear. Find the ratio in which Q divides PR.

Show that the points P(-3,-2,4),Q(-9,-8,10) and R(-5,-4,6) are collineasr and R divides PQ in the ratio 1:2