Triangles Test ...

In a rectangle $$PQRS$$, $$QS$$ is a diagonal. Then $$\displaystyle \Delta PQS......\Delta RSQ$$

For $$\displaystyle \Delta ABC$$ and $$\displaystyle \Delta DEF,\angle A={ 47 }^{ o },\angle E={ 53 }^{ o }$$ and $$\displaystyle AB=DE=16 \ cm\\ $$. $$\displaystyle \angle A=\angle D$$ and $$\displaystyle \angle B=\angle E$$, then $$\displaystyle \angle C= $$..............

For $$\displaystyle \Delta ABC$$ and $$\displaystyle \Delta PQR$$, $$AB=PQ, AC=PR,$$ and $$\displaystyle \angle A=\angle P,$$ then:

For $$\displaystyle \Delta ABC$$ and $$\displaystyle \Delta DEF$$, $$\displaystyle \angle B=\angle D,\angle C=\angle F$$ and $$BC=DF$$. Therefore which of the following is correct?

For $$\displaystyle \Delta ABC$$ and $$\displaystyle \Delta DEF,$$ $$AB=FE, BC=ED$$ and $$\displaystyle \angle B=\angle E$$. Therefore ............

Referring the figure given below, for $$\displaystyle \Delta PQR$$ and $$\displaystyle \Delta XYZ$$, $$PQ=YZ, QR=XZ$$ and $$\displaystyle \angle Q=\angle Z$$. The value of $$\displaystyle \angle P$$ is ___.

In a $$\triangle ABC$$, $$D$$ is the midpoint of the side $$BC. DE$$ is perpendicular to $$AB$$ and $$DF$$ is perpendicular to $$AC$$. Also, $$DE=DF$$, Then $$\displaystyle \angle B$$ =

In the given figures, which of the following satisfies A.S.A. condition for congruence?

For $$\displaystyle \Delta ABC$$ and $$\displaystyle \Delta DEF$$, $$\displaystyle \angle B=\angle D={ 90 }^{ o }$$, $$\displaystyle AC=EF$$ and $$\displaystyle AB=ED$$. Then $$\displaystyle \Delta ABC\cong $$..........

For $$\displaystyle \Delta ABC \cong \displaystyle \Delta DEF$$. Then according to the given figure,$$\angle D = 40^o$$, $$\displaystyle \angle C=$$.....