[" For a point "P" in the plane,let "d_(1)(P)" and "d_(2)(P)" be the "],[" distance of the point "P" from the lines "x-y=0" and "x+y=0],[" respectively.The area of the region "R" consisting of all "],[" points "P" lying in the first quadrant of the plane and "],[" satisfying "2<=d_(1)(P)+d_(2)(P)<=4," is "]

For a point P in the plane, let d1 (P) and d2 (P) be the distance of the point P from the lines x – y = 0 and x + y = 0 respectively. The area of the region R consisting of all points P lying in the first quadrant of the plane and satisfying 2 < d1(P) + d2 (P)< 4, is

For a point P in the plane, let d_1(P)a n dd_2(P) be the distances of the point P from the lines x-y=0a n dx+y=0 respectively. The area of the region R consisting of all points P lying in the first quadrant of the plane and satisfying 2lt=d_1(P)+d_2(P)lt=4, is

For a point P in the plane, let d_1(P)a n dd_2(P) be the distances of the point P from the lines x-y=0a n dx+y=0 respectively. The area of the region R consisting of all points P lying in the first quadrant of the plane and satisfying 2lt=d_1(P)+d_2(P)lt=4, is

For a point P in the plane, let d_1(P)a n dd_2(P) be the distances of the point P from the lines x-y=0a n dx+y=0 respectively. The area of the region R consisting of all points P lying in the first quadrant of the plane and satisfying 2lt=d_1(P)+d_2(P)lt=4, is

For a point P in the plane, let d_1(P)a n dd_2(P) be the distances of the point P from the lines x-y=0a n dx+y=0 respectively. The area of the region R consisting of all points P lying in the first quadrant of the plane and satisfying 2lt=d_1(P)+d_2(P)lt=4, is

For a point P in the plane, let d_1(P)a n dd_2(P) be the distances of the point P from the lines x-y=0a n dx+y=0 respectively. The area of the region R consisting of all points P lying in the first quadrant of the plane and satisfying 2lt=d_1(P)+d_2(P)lt=4, is

For a point P in the XY plane.Let d_(1)(p),d_(2)(p) and d_(3)(p) be the distances of the point P from the x axis, y axis and x-y=0 respectively. If A is area of the region R consisting of all points P lying in the XY plane and satisfying d_(1)(P)+d_(2)(P)+sqrt(2)d_(3)(P)=5 then Which of the following is/are CORRECT

If the distance of the point P(x, y) from A(a, 0) is a+x , then y^(2)=?

IF the distance of the point P(x,y) from A=(a,0) be (a+x) then y^2 =……….