1. Name the angle relationship of angles 4 and 2.

Corresponding angles
6. Find the measure of angle A.
55o
11. Use the figure to complete each statement.

A. a)vertical angles b)△ACB≅△DEC
B. a)vertical angles b)△BAC≅△EDC
B
16. Given the following similar triangles, which of the following could be used to solve for x?
a.
?/21=35/50
b.
?/21=50/35
c.
?/50=35/21
b.
?/21=50/35
21. If
sin A = a/c
, then cos B = ?

a/c
26. Multiply
(3x-8)(6x-4)
18x^2-60x+32
2. Solve for x.

x = 10
7. Find the measure of the angle indicated.
65o
12. ABC≅EDC. Find x.
x = 19
17. Solve for x.
x = 32
22. Find x to the nearest tenth place.

12.2
27. Factor completely:
10x^2-31x+22
(10x-11)(x-2)
3. Solve for the angle indicated in bold.

95o
8. Find the measure of angle x.
74o
13. Which theorem can be used to prove that the triangles are congruent?
AAS
18. Solve for the length of BC.
196
23. Calculate the missing angle measure and round to the nearest degree.

52 ^o
28. Factor completely:
36x^2-25
(6x-5)(6x+5)
4. In the diagram below, what is the value of angle 2?
18o
9. Which side length is impossible for this triangle?
4, 8, 12, or 16?
16
14. Which of the following drawings can you NOT prove the triangles are congruent? Select all that apply.
C and D
19. State if the triangles in each pair are similar. If so, state how you know they are similar and complete the similarity statement.
D
24. From a point on the ground 47 feet from the foot of a tree, the angle of elevation of the top of the tree is 35º. Find the height of the tree to the nearest foot.
33 feet
29. Factor completely:
3x^2-15x
3x(x-5)
5. Find A
80o
10. Which angle is the smallest?
A, B, or C?
C
15. What info is needed for these triangles to be congruent by ASA?

20. Determine which of the following pairs of triangles are NOT similar. Select all that apply.
C
25. Find the area of the right triangle. (Hint: The area of a triangle is A=b•h/2 where b=HI and h=GH)

A = 107 m2
30. Factor completely:
4x^2-8x-60
4(x-5)(x+3)