2. Congruency Postulates and Theorems:
Side-Side-Side Postulate:
If three sides in one triangle are
congruent to three sides in another
triangle, then those triangles are
congruent.
3. Congruency Postulates and Theorems:
Side-Angle-Side Postulate:
If two sides and the INCLUDED angle in
one triangle are congruent to two sides
and the INCLUDED angle in another
triangle, then those triangles are
congruent.
4. Congruency Postulates and Theorems:
Angle-Side-Angle Postulate:
If two angles and the INCLUDED side in
one triangle are congruent to two angles
and the INCLUDED side in another
triangle, then those triangles are
congruent.
5. Congruency Postulates and Theorems:
Angle-Angle-Side Theorem:
If two angles and the NON-included side
in one triangle are congruent to two
angles and the NON-included side in
another triangle, then those triangles
are congruent.
