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Let be a fixed point and be the origin of coordinates, If is the mid-point of is the mid-point of -. is the mid-point of and so on. Then the coordinates of are
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Correct option is A
The coordinates of A1 are a2,b2the coordinates of A2 are a+a22,b+b22=a2+a22,b2+b22the coordinates of A3 are a+a2+a222,b+b2+b222=a2+a22+a23,b2+b22+b23Continuing in this manner we observe that the coordinates of A1 area2+a22+a23+……+a2n,b2+b22+b23+….+b2n=a1−12n,b1−12n=a1−2−n,b1−2−nTalk to our academic expert!
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is a square. Points and lie on and , respectively, such that divides the square in two equal parts. If the coordinates of A are , then the value coordinates of other vertices can be
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