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 ?

If the coordinates of P and Q are (2,3,0) and (-1,-2,-4) respectively,find the vector PQ

P, Q, R are three collinear points. The coordinates of P and R are (3, 4) and (11, 10) respectively, and PQ is equal to 2.5 units. Coordinates of Q are

The points P,Q,R are collinear , if the coordinates of P and Q be (3,4) and (7,7) respectively and overline(PR)=10 unit , find the coordinates of R.

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

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

The position vectors of P and Q are respectively a and b. If R is a point on PQ such that PR=5PQ, then the position vector of R is

Points P (a, -4), Q (-2, b) and R (0, 2) are collinear. If lies between P and R, such that PR = 2QR, calculate the values of a and b.