if A (3,-4),B(7,2)are the ends of a diameter of a circle and C is a point on circle then the c is a point on circle then the circumference of triangle ABC is_________
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Given that points A and B are the endpoints of diameter a circle . Point C lies on the circle . Then :
A(3,-4) = (a,b)
B(7,2) = (d,c)
C(3,2) = (a,c)
Orthocentre of ∆ABC is given by :
O(x,y) = (Repeated abscissa, Repeated ordinate)
O(x,y) = (a,c) = (3,2) I e Point C
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(3,2) is the answer of your question
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