Angle formed at orthocentre is supplimnet to angle at vertes
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prove that angle formed at orthocenter is supplement of the angle formed at the vertx
I was searching for properties of orthocentre, circumcentre, incentre etc., and I came across this statement:
the angle formed at the orthocenter is the supplement of the angle at the vertex (/_BAC + /_BHC = 180°).
(Here ABC is a triangle where A is the vertex I am talking about and H is the orthocentre.)
Hope it will be helpful for you.
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