Chapter 2 Review Packet
Classify the angle pair as corresponding, alternate interior, alternate exterior, or consecutive interior angle
1. 3 and 9
2. 5 and 13
3. 4 and 10
4. 5 and 15
5. 7 and 14
6. 1 and 11
In Exercises 7-10, use the markings in the diagram.
7. Name a pair of parallel lines.
8. Name a pair of perpendicular lines.
9. Is QS ║ TR ?
10. Is VN  TR ?
Complete the statement with sometimes, always, or never.
11. If two lines are parallel, then they __?__ intersect.
12. If two lines intersect, then they are __?__ perpendicular.
Copy and complete the statement. List all possible correct answers.
13. 2 and __?__ are corresponding angles.
14. 4 and __?__ are consecutive interior angles.
15. l1 and __?__ are alternate interior angles.
16. 12 and __?__ are alternate exterior angles.
17. Copy and complete each statement. List all possible correct answers.
a. l and __?__ are corresponding angles.
b. 13 and __?__ are corresponding angles.
c. 14 and __?__ are consecutive interior angles.
d. 4 and __?__ are consecutive interior angles.
e. 7 and __?__ are alternate interior angles.
f. 17 and __?__ are alternate interior angles.
g. 6 and __?__ are alternate exterior angles.
h. 18 and __?__ are alternate exterior angles.
Find the values of x-and y.
18. 19
20.
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In Exercises 24-25, use the given information to find the measures of the angles in the diagram.
24. GIVEN: l ║ m, j  k, m1 = 42°
25. GIVEN: l ║ m, m1 = 35°,and m12=111°
Is it possible to prove that lines p and q are parallel? If so, state the postulate or theorem you would use.
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28.
Find the value of x that makes m ║ n.
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34.
In Exercises 37 - 40, choose the word that best completes the statement.
37. If two lines are cut by a transversal so the alternate interior angles are (congruent, supplementary,
complementary), then the lines are parallel.
38. If two lines are cut by a transversal so the consecutive interior angles are (congruent, supplementary,
complementary), then the lines are parallel.
39. If two lines are cut by a transversal so the corresponding angles are (congruent, supplementary,
complementary), then the lines are parallel.