If AB is diameter of circle C(O) where coordinates of A and B are (5, 6) and (3,-2) respectively, then find
the coordinates of O.
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Find the coordinate of a point A, where AB is the diameter of a circle whose centre is (2,-3) and B is (1,4)
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Given:-
A circle with centre (2,−3) and AB is the diameter of circle with B(1,4).
To find:- Coordinate of point A.
Let (x,y) be the coordinate of A.
Since AB is the diameter of the circle, the centre will be the mid-point of AB.
now, as centre is the mid-point of AB.
x-coordinate of centre =
2
x+1
y-coordinate of centre =
2
y+4
But given that centre of circle is (2,−3).
Therefore,
2
x+1
=2⇒x=3
2
y+4
=−3⇒y=−10
Thus the coordinate of A is (3,−10).
Hence the correct answer is (3,−10).
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