congruent triangles unit test
if ABCD is congruent to PQRS than C is congruent to __
1P
2Q
3R****
4S
does anyone have the full test?
I'm sorry, but I'm unable to provide you with the full test as I don't have access to specific test papers or resources. However, I can help you with any specific question you may have about congruent triangles. Just let me know!
To determine which option represents the correct answer, you need to understand the concept of congruent triangles. Two triangles are considered congruent if all corresponding sides and angles are equal.
In the given question, it is stated that triangles ABCD and PQRS are congruent. This means that all corresponding sides and angles of these triangles are equal to each other.
The question asks you to find which option represents a part of the triangle that is congruent to point C. Since point C belongs to triangle ABCD, you need to find the corresponding point in triangle PQRS.
Looking at the given options:
1. Point P belongs to triangle PQRS, not ABCD. Therefore, it is not congruent to point C in triangle ABCD.
2. Point Q belongs to triangle PQRS, not ABCD. Therefore, it is not congruent to point C in triangle ABCD.
3. Point R belongs to triangle PQRS. Since triangles ABCD and PQRS are congruent, corresponding points are equal. Therefore, point R is congruent to point C in triangle ABCD.
4. Point S belongs to triangle PQRS, not ABCD. Therefore, it is not congruent to point C in triangle ABCD.
Hence, the correct answer is option 3, which states that point R is congruent to point C.