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The orthocenter is the intersection of which 3 lines in a triangle?
Where is the orthocenter of an obtuse triangle?
Where is the orthocenter of a right triangle?
Does every triangle have its orthocenter?
Point HHH is the orthocenter of △ABC\triangle{ABC}△ABC. If ∠A=59∘\angle{A}=59^\circ∠A=59∘, ∠B=60∘\angle{B}=60^\circ∠B=60∘, and ∠C=61∘\angle{C}=61^\circ∠C=61∘, what is the measure of ∠BHD\angle{BHD}∠BHD?
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Point H is the orthocenter of △ABC. If ∠A=59∘, ∠B=60∘, and ∠C=61∘, what is the measure of ∠BHD?