Let `A=(3,4)` and `B` is a variable point on the lines `|x|` =6. IF `A Blt=4` , then find the number of position of `B` with integral coordinates.

Let A=(3,4) and B is a variable point on the lines |x|=6. IF AB<=4, then find the number of position of B with integral coordinates.

If A=(3,4) is B is any variable poinrt on the lines |x|=6. If AB<=4 then find the number positions of B with integral co ordinates is :

If A = (3, 4) and B is a variable point on the lines |x| = 6 If AB le 4 then the number of positions of B with integral co-ordinates is :

If A(3,4) and B is a variable point on the lines |x|=6 .If ABle4 then number of positions of B with integral co ordinates is :

If A=(3, 4) and B is a variable point on the lines lxl = 6. If AB <=4 then the number of positions of B with integral co-ordinates is (1) 5 (2) 6 (3) 10 (4) 12

The coordinate of point A is -8 and B lies to the right side of A on the number line. If d (A,B) -18 then find the coordinate of point B .

Let A ( 2 , - 4 , - 3) and B ( - 4 , 2 , 3) be two given points if the points C and D trisect the line-segment overline(AB) , then find the coordinates of C and D .

if (x,3) is the mid-point of the line segment joining the points A(6,4) and B(-4,2),find the value of x

For a variable line (x)/(a)+(y)/(b)=1,a+b=10 the locus of mid point of the intercept of this line between coordinate axes is