In the figures given below, measures of some parts of triangles are given. By applying RHS congruence rule, state which pairs of triangles are congruent. In case of congruent triangles, write the result in symbolic form.

By applying RHS congruence rule, state triangles are congruent. In case of congruent triangles, write the result in symbolic form.

Given below are measurements of some part of two triangles.Check whether the two triangles are congruent or not,using RHS congurence rule.In case of congruent triangle,write the result in symboilic form: {:(DeltaABC,DeltaPQR)(angleB= 90^(@),AC= 8cm,AB=3cm,angleP=90^(@),PR= 3cm,QR= 8cm):}

Look at the pairs of triangles given below. Are they congruent ? If congruent write the corresponding parts.

Look at the pairs of triangles given below. Are the congurent? If congruent write the corresponding parts.

In following pairs of triangles, find the pairs which are congruent? Also, write the criterion of congruence.

In following pairs of triangles, find the pairs which are congruent? Also, write the criterion of congruence.

In following pairs of triangles, find the pairs which are congruent? Also, write the criterion of congruence.

In following pairs of triangles, find the pairs which are congruent? Also, write the criterion of congruence.

In the figure, the two triangles are congruent. The corresponding parts are marked. We can write DeltaRAT ~= ?

See the measurements of the triangles given below. Are the triangles congruent? Which are the corresponding vertices and angles?