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Question
What is the minimum number of altitudes that has to intersect in order to get the position of orthocentre of any triangle?
What is the minimum number of altitudes that has to intersect in order to get the position of orthocentre of any triangle?
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Solution
The correct option is A 2
- Every triangle has 3 altitudes and in triangle the third altitude has to pass through the intersection of the other 2 altitudes. Hence the point of intersection of any two altitudes will give the position of the Orthocentre.
- Every triangle has 3 altitudes and in triangle the third altitude has to pass through the intersection of the other 2 altitudes. Hence the point of intersection of any two altitudes will give the position of the Orthocentre.
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