If one end of a diameter of the circle x2+y2ā4xā6y+11=0 be (3, 4), then the other end is
A
(0, 0)
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B
(1, 1)
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C
(1, 2)
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D
(2, 1)
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Solution
The correct option is C (1, 2) Centre is (2, 3). One end is (3, 4). Let the other end be P(x,y). Centre is the midpoint of the two points of the diametre. Using midpoint formula we get P(x,y) = (1,2).