Triangles Test ...

In figure 8, $$m\angle R > m\angle T$$ and $$\overline{RP}$$ and $$\overline{TP}$$ are bisectors of $$\angle R$$ and $$\angle T$$ respectively. Then

In $$\triangle PQR$$, if the measure of $$\angle Q$$ is $$50^o$$ and the measure of $$\angle P$$ is $$p^o$$, and if $$\overline{PQ}$$ is longer than $$\overline{PR}$$, then

In fig 3, if AB $$=$$ AC and AP $$=$$ AQ, then by which congruence criterion $$\Delta PBC \cong  \Delta QCB$$

The equation of circumcircle of an

equilateral triangle is $$ x^2 + y^2 + 2gx + 2fy + c = 0$$ and one vertex

of the triangle is $$(1, 1)$$. The equation of incircle of the triangle is 

If $$a, b, c$$ are sides of a triangle, then

In a $$\triangle PQR,$$ if $$\angle R>\angle P,$$ then which of the following cannot be true ?

 Two sides of a triangle are 7 cm and 25 cm, then the number of all possible integral values of third side of the triangle is 

In $$\Delta ABC,BC$$ is the greatest side. Then,

Take any pointy $$O$$ in the interior of a triangle $$PQR$$. Is

If the sides of triangle are 4 cm and 6 cm then the third side cannot be ... cm.