[" Section (E): Centrola,orthocentre,cir...

[" Section (E): Centrola,orthocentre,circumcentre,incentre,excentre,Locus "],[" E-1.The orthocentre of the triangle ABC is 'B'and the circumcentre is 'S "(a,b)" .If A is the origin,then the "],[" co-ordinates of Care: "],[[" (A) "(2a,2b)," (B) "((a)/(2),(b)/(2))," (C) "(sqrt(a^(2)+b^(2)),0)," (D) none "]]

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