Find the co - ordinates of the centroid and circumcentre of the triangle whose vertices are (2,3) , (3,4) and (6 , 8) and hence find the co - ordinates of its orthocentre
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Solution
G is (∑x13,∑y13)=(113,5) and if O be the circumcentre , then OA = OB = OC and in Q .1 (a) P. 774 - 76 we find that O is (−272,392) . If H (h,k) be orthocentre then G divides OH in the ratio 1 : 2 ∴ H is (38 , - 24)