Mid point of `A(0, 0) and B(1024, 2048)` is At. mid point of `A_1 and B` is `A_2` and so on. Coordinates of `A_10` are.

Mid point of A(0, 0) and B(1024, 2048) is A_1 . mid point of A_1 and B is A_2 and so on. Coordinates of A_10 are.

Let A (a,b) be a fixed point and O be the origin of coordionates. If A_(1) is the mid-point of OA, A_(2) is the mid- poind of A A_(1),A_(3) is the mid-point of A A_(2) and so on. Then the coordinates of A_(n) are

Let A (a,b) be a fixed point and O be the origin of coordionates. If A_(1) is the mid-point of OA, A_(2) is the mid- poind of A A_(1),A_(3) is the mid-point of A A_(2) and so on. Then the coordinates of A_(n) are

Consider the point A (0,0), B(4,2) and C (8,0) Find the mid-point of AB.

If (0, 1), (1, 1) and (1, 0) are the mid points of the sides of a triangle, the coordinates of its incentre are

If 'C' is the mid point of A(0,0) B(4,8). Then the co-ordinates of the mid-points B and C is

A(a,b) and B(0,0) are two fixed points.If M_(1) is the mid point of bar(AB),M_(2) is mid point of bar(AM_(1)),M_(3) is mid point of AM_(2) and so on then M_(5) is

A(a, b) and B(0, 0) are two fixed points. M_(1) is the mid point of AB. M_(2) is the midpoint of bar(AM_(1)), M_(3) is the midpoint of bar(AM_(2)) and so on. Then M_(5) is

Let the area of a given triangle ABC be Delta. Points A_1, B_1, and C_1 , are the mid points of the sides BC,CA and AB respectively. Point A_2 is the mid point of CA_1. Lines C_1A_1 and A A_2 meet the median BB_2 points E and D respectively. If Delta_1 be the area of the quadrilateral A_1A_2DE, using vectors or otherwise find the value of Delta_1/Delta

Let the area of a given triangle ABC be Delta . Points A_1, B_1, and C_1 , are the mid points of the sides BC,CA and AB respectively. Point A_2 is the mid point of CA_1 . Lines C_1A_1 and A A_2 meet the median BB_1 points E and D respectively. If Delta_1 be the area of the quadrilateral A_1A_2DE , using vectors or otherwise find the value of Delta_1/Delta