triangle ABC is right angled at c. can you locate it's orthocentre without drawing any altitude? if so, name it.
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Answer:
Step-by-step explanation:
As the orthocenter is the intersection of altitudes.
And as the ∆ABC is right angle Triangle and C as right angle. Side BC and side AC itself is a altitude. And the intersection of side BC and AC is point C
Therefore, Orthocenter is point C
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