If h is orthocenter of triangle ABC then (sin angle bhc) =
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Presently consider the digression lines at F for the two circles.
At that point, let G be a point both on the digression line for the hover on AH and on BC.
Additionally, let I be a point both on the digression line for the hover on BC and on AC.
Presently we have ∠CFG=∠FAH, ∠IFC=∠FBC Since ∠FAH+∠FBC=∠BAD+∠ABD=90∘ we have ∠CFG+∠IFC=90∘.
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