In a triangle, all the medians meet at point A. Similarly, all the altitudes meet at point N. For which triangle, point A is same as point N?
[1 MARK]

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Solution

Answer : 1 Mark

Equilateral Triangle; Only in an equilateral triangle, all the altitudes and medians are same lines. So, point A will be same as point N.

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$(1)$ Orthocentre	(A) The point of intersection of the perpendicular bisectors of the sides of a triangle.
$(2)$ Centroid	(B) The point at which the three angle bisectors of a triangle meet.
$(3)$ Circumcentre	(C) The point at which the altitudes of a triangle meet.
$(4)$ Incentre	(D) The point at which the medians of a triangle meet.

The point at which all the three medians of triangle intersect is called the orthocentre.

The point where all the angle bisectors of a triangle meet is

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