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- Nov 24, 2007
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I have a presentation for this geometry proof problem tomorrow and I wanted to make sure if I had made any mistakes.
Here's the diagram:
Given: Angle CPQ is congruent to Angle PQF
Prove: Angle APD is congruent to Angle BQE
Here are my statements and reasons:
1. Angle CPQ is congruent to angle PQF 1. Given
2. Angle CPQ is congruent to angle APD 2. Definition of Vertical Angles
3. Angle PQF is congruent to angle BQE 3. Definition of Vertical Angles
4. Angle APD is congruent to angle BQE 4. Transitivity and Symmetric Property
I'm not sure if my proof is right, because in my opinion, it seems too short. If this is wrong, can you please explain and show me what would be the right steps?
Thanks for your help in advance.
Here's the diagram:
Given: Angle CPQ is congruent to Angle PQF
Prove: Angle APD is congruent to Angle BQE
Here are my statements and reasons:
1. Angle CPQ is congruent to angle PQF 1. Given
2. Angle CPQ is congruent to angle APD 2. Definition of Vertical Angles
3. Angle PQF is congruent to angle BQE 3. Definition of Vertical Angles
4. Angle APD is congruent to angle BQE 4. Transitivity and Symmetric Property
I'm not sure if my proof is right, because in my opinion, it seems too short. If this is wrong, can you please explain and show me what would be the right steps?
Thanks for your help in advance.