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Let-H-be-orthocenter-of-ABC-and-O-its-circumcenter-Prove-that-the-vectors-OA-OB-OC-and-OH-satisfy-the-following-equality-OA-OB-OC-OH-




Question Number 16748 by Tinkutara last updated on 26/Jun/17
Let H be orthocenter of ΔABC and O  its circumcenter. Prove that the vectors  OA^(→) , OB^(→) , OC^(→)  and OH^(→)  satisfy the  following equality:  OA^(→)  + OB^(→)  + OC^(→)  = OH^(→)
LetHbeorthocenterofΔABCandOitscircumcenter.ProvethatthevectorsOA,OB,OCandOHsatisfythefollowingequality:OA+OB+OC=OH
Commented by mrW1 last updated on 26/Jun/17
it would be a great help when you  post a question as well as the diagram  to it if available.
itwouldbeagreathelpwhenyoupostaquestionaswellasthediagramtoitifavailable.
Commented by mrW1 last updated on 26/Jun/17
I don′t mean special questions. It is  generally helpful if diagram could also  be posted together with the question.
Idontmeanspecialquestions.Itisgenerallyhelpfulifdiagramcouldalsobepostedtogetherwiththequestion.

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