If the line segment joining the points `(3,-4),a n d(1,2)` is trisected at points `P(a ,-2)a n dQ(5/3, b)dot` Then, `a=8/3, b=2/3` (b) `a=7/3,b=0` `a=1/3, b=1` (d) `a=2/3, b=1/3`

If the line segment joining the points (3,-4),a n d(1,2) is trisected at points P(a ,-2)a n dQ(5/3, b)dot Then, (a) a=8/3, b=2/3 (b) a=7/3,b=0 (C) a=1/3, b=1 (d) a=2/3, b=1/3

If the line segment joining the points (3,-4), and (1,2) is trisected at points P(a,-2) and Q((5)/(3),b). Then,a=(8)/(3),b=(2)/(3) (b) a=(7)/(3),b=0a=(1)/(3),b=1(d)a=(2)/(3),b=(1)/(3)

The line segment joining the points A(3, -4) and B(1, 2) is trisected at the points P(p, -2) and Q((5)/(3), q) . Find the values of p and q.

The line segment joining (3,-4) and (1, 2) is trisected by P(a,-2) and Q (5/3, b). Find a and b.

The line segment joining the points (-3,-4), and (1,-2) is divided by y-axis in the ratio a. 1:3 b. 2:3 c. 3:1 d. 3:2

The line segment joining the points (-3,-4), and (1,-2) is divided by y-axis in the ratio a. 1:3 b. 2:3 c. 3:1 d. 3:2

The line segment joining points (-3,-4) and (1,-2) is divided by y-axis in the ratio 1:3(b)2:3(c)3:1(d)2:3

If the line joining the points A(2,3,-1) and B(3,5,-3) is perpendicular to the line joining the points C(1,2,3) and D(3,y,7) then y=

If the line joining the points A(2,3, -1) and B(3, 5, -3) is perpendicular to the line joining C(1,2,3)and D(3, y, 7), then y =

Find the coordinates of points which trisect the line segment joining (1,-2)a n d(-3,4)dot