Question

ce Exercises
5. Can we draw a triangle in which at least one median lies in
the exterior of the triangle?​

Answer 1

$\underline {\pink { Median :}}$

In a triangle a line segment from a vertex to the mid-point of the opposite side is called median of the triangle.

1. Every triangle has exactly 3 medians.
2. These 3 medians intersect at a point is called centroid of the triangle.

$\blue { Medians \:always \:lie \: interior \:of }\\\blue{the \:triangle . }$

Therefore.,

$\pink { Median \: doesn't \:exist \: exterior }\\\pink { of \: any \:triangle . }$

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