Answer:
1. SSS
2. SAS
3. ASA
4. HL
5. SAS
Step-by-step explanation:
1. Two triangles that have three sides conespond to congruence.
So the formula SSS.
2. Two triangles are congruent when the lengths of two sides of each triangle
are the same and the angles between the two sides (the angles formed by the
two sides) are the same. So the formula SAS.
3. Two angles and their sandwich sides correspond to two equal triangles that
are congruent. So the formula ASA.
4. One of the angles is 90 degrees, and the ather triangles that have two equal
sides are congruent. So the formula HL.
5. 1n an isoseles triangle, the angular bisector of the vertex, the middle line of
the base, and the high line of the base, the three lines coincide with each other.
So the formula SAS.
Sana Nakatulong
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Answers & Comments
Answer:
1. SSS
2. SAS
3. ASA
4. HL
5. SAS
Step-by-step explanation:
1. Two triangles that have three sides conespond to congruence.
So the formula SSS.
2. Two triangles are congruent when the lengths of two sides of each triangle
are the same and the angles between the two sides (the angles formed by the
two sides) are the same. So the formula SAS.
3. Two angles and their sandwich sides correspond to two equal triangles that
are congruent. So the formula ASA.
4. One of the angles is 90 degrees, and the ather triangles that have two equal
sides are congruent. So the formula HL.
5. 1n an isoseles triangle, the angular bisector of the vertex, the middle line of
the base, and the high line of the base, the three lines coincide with each other.
So the formula SAS.
Sana Nakatulong