Question

Exercises Comprehension Check For each item, state what corresponding parts of ATIN and APRC should be shown first as congruent or proportional in order to prove that \(\triangle TIN \sim \triangle PRC\), if the indicated theorem is to be used: 1. SSS SIMILARITY THEOREM 2. AA SIMILARITY THEOREM 3. AAA SIMILARITY THEOREM 4. SAS when \(\angle R = \angle I\) is given. 5. SAS when \(\angle T = \angle P\) is given. 6. SAS when \(\angle C = \angle N\) is given. 7. SAS when \(\frac{TI}{PR} = \frac{IN}{RC}\) is given. 8. SAS when \(\frac{IN}{RC} = \frac{TN}{PC}\) is given.

          Exercises
Comprehension Check
For each item, state what corresponding parts of ATIN and APRC should be shown first as congruent
or proportional in order to prove that \(\triangle TIN \sim \triangle PRC\), if the indicated theorem is to be used:
1. SSS SIMILARITY THEOREM
2. AA SIMILARITY THEOREM
3. AAA SIMILARITY THEOREM
4. SAS when \(\angle R = \angle I\) is given.
5. SAS when \(\angle T = \angle P\) is given.
6. SAS when \(\angle C = \angle N\) is given.
7. SAS when \(\frac{TI}{PR} = \frac{IN}{RC}\) is given.
8. SAS when \(\frac{IN}{RC} = \frac{TN}{PC}\) is given.

Exercises
Comprehension Check
For each item, state what corresponding parts of ATIN and APRC should be shown first as congruent
or proportional in order to prove that TIN ∼ PRC, if the indicated theorem is to be used:
1. SSS SIMILARITY THEOREM
2. AA SIMILARITY THEOREM
3. AAA SIMILARITY THEOREM
4. SAS when ∠ R = ∠ I is given.
5. SAS when ∠ T = ∠ P is given.
6. SAS when ∠ C = ∠ N is given.
7. SAS when (TI)/(PR) = (IN)/(RC) is given.
8. SAS when (IN)/(RC) = (TN)/(PC) is given.

Added by Edward T.

Question

Please give Ace some feedback