" 15congruent Triangles "

Consider the given pairs of triangles and say whether each pair is that of congruent triangles. If the triangles are congruent, say 'how', if they are not congruent say 'why' and also say if a small modification would them congruent :

State giving reasons, which of the following are pairs of congruent triangles. Write down the names of triangles with congruent sign in each case, wherever they are congruent.

State giving reasons, which of the following are pairs of congruent triangles. Write down the names of triangles with congruent sign in each case, wherever they are congruent.

State giving reasons, which of the following are pairs of congruent triangles. Write down the names of triangles with congruent sign in each case, wherever they are congruent.

State giving reasons, which of the following are pairs of congruent triangles. Write down the names of triangles with congruent sign in each case, wherever they are congruent.

State giving reasons, which of the following are pairs of congruent triangles. Write down the names of triangles with congruent sign in each case, wherever they are congruent.

Name the congruent angles and sides for each pair of congruent triangles : DeltaTUV~=DeltaXYZ

Name the congruent angles and sides for each pair of congruent triangles : DeltaCDG~=DeltaRSW

Given below are pairs of congruent triangles. State the property of congruence and name the congruent triangles in each case. Q (i)

A parallelogram is divided into two congruent triangles by drawing a diagonal acros sit. Can we divide a trapezium into two congruent triangles?