Complete the two-column proof. Identify the missing statement or reason. Type the letter of your answer in each blank.
In the figure, and Prove that lines m and n are parallel.
Choices:
| a. | and are alternate exterior angles. |
| b. | Converse of CAP |
| c. | and are corresponding angles. |
| d. | and are corresponding angles. |
| e. | Definition of congruent angles |
| f. | Two lines parallel to the same line are parallel. |
| g. | Converse of Alternate Interior Angles Theorem |
| h. | Corresponding Angles Postulate |
| i. | and are alternate interior angles. |
| j. | Alternate Interior Angles Theorem |
Proof:
| Statements | Reasons | ||
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1.
and
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1. Given
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2. Definition of alternate interior angles
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3.
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4. Definition of corresponding angles
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5.
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6.
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Statements 3 and 5, and the statement:
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