If `P-=(-2, -3) and Q-= (3, 7)`, then point A on the X- axis such that `AP^(2)+AQ^(2)` is minimum is

Let P(1,1) and Q(3,2) be given points. Find the point R on the x-axis such that PR+RQ is minimum

Let A(2,3) and B(2,-4) be two points. If P lie on the x - axis , such that AP = (3)/(7)AB , Find the coordinate of P.

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

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

Point P is (-2,-3) and point Q is (3,7) . The point A on the axis for which PA+AQ is least is (-,0) . Then A =

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

Suppose P(-2,3) and Q(3,7) are two points such that PA^(2)+QA^(2) is the least . Then the point A on the x-axis is

If A =(1,2,3) and B=(3,5,7) and P, Q are the points on AB such that AP= PQ =QB,then the mid point of PQ is