Telangana Board Solutions for Chapter: Triangle and its Properties, Exercise 2: Do This

In $△ABC$, $D$ is the midpoint of $\overline{BC}$.

$\overline{AD}$ is the _____.

In $△ABC$, $D$ is the midpoint of $\overline{BC}$.

$\overline{AE}$ is the _____. (Median/ Altitude/ Perpendicular bisector/ Angle bisector)

Name the triangle in which the two altitudes of the triangle are two of its sides (Equilateral triangle/Isosceles triangle/Right-angled triangle).

Does a median always lie in the interior of the triangle? 

Does a median always lie in the interior of the triangle? State Yes or No.

Write the side opposite to vertex $Y$ in $△XYZ$.

Angle opposite to side $\overline{PQ}$ in $△PQR$ is $\angle$ ?

Write the vertex opposite to side $\overline{AC}$ in $△ABC$.