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Show that the points (9, 1), (7, 9), (-...

Show that the points (9, 1), (7, 9), (-2, 12), (6, 10) are concyclic and find the equation of the circle on which they lie.

Answer

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Show that the following four points in each of the following are concylic and find the equation of the circle on which they lie (9,1 ) ,(7,9 ),( -2,12),(6,10)

Show that the following four points in each of the following are concylic and find the equation of the circle on which they lie (1,-6),(5,2) , (7,0 ) , (-1,-4)

Knowledge Check

  • The points (-5, 12), (-2, -3), (9, -10), (6, 5) taken in order, form

    A
    parallelogram
    B
    rectangle
    C
    rhombus
    D
    square
  • Similar Questions

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