Let `P(2,-1,4)` and `Q(4,3,2)` are two points and as point `R` on `PQ` is such that `3PQ=5QR`, then the coordinates of `R` are

P(-3, 7) and Q(1, 9) are two points. Find the point R on PQ such that PR:QR = 1:1 .

If P(-2,-5) and Q(4,3) and point R divides the segment PQ is the ratio 3:4 then find the coordinates of points R.

Let P be (5,3) and a point R on y = x and Q on the X - axis be such that PQ +QR+RP is minimum ,then the coordinates of Q are

Let P be (5,3) and a point R on y=x and Q on the x-axis be such that PQ+QR+RP is minimum. The the coordinates of Q are

Let P be (5,3) and a point R on y = x and Q on the X - axis be such that PQ +QR+RP is minimum ,then the coordinates of Q are

Let P be (5,3) and a point R on y = x and Q on the X - axis be such that PQ +QR+RP is minimum ,then the coordinates of Q are

If P(-2,4,-5) and Q(1,2,3) are two points. Find the direction cosines of bar(PQ)

The coordinates of P and Q are (- 3, 4) and (2, 1), respectively. If PQ is extended to R such that PR = 2QR, then what are the coordinates of R ?

The coordinates of P and Q are (-3, 4) and (2, 1), respectively. If PQ is extended to R such that PR=2QR , then what are the coordinates of R ?