2. The Rules… The Reaping: I have separated you into 12 districts. Every district starts with 8 pieces of candy in their cup. The only materials you may start with is a pencil, scrap paper to work on, and a calculator. The Capitol (myself) will then ask a review question, starting with district 1. If they answer incorrect, the question goes to the next district. If answered correctly, they may take half of any other district’s candy and add it to their own. We will have five rounds of questions, with a capitol card in between each round. If you talk to/distract another district while they are working, the peacekeepers will take two pieces of candy from your cup after each offense. The district with the most candy at the end wins! SO DO NOT EAT YOUR CANDY!!

3. Capitol Cards There are four Capitol Cards. I will select one after each round of questions. These questions apply to every district in the game.

4. Fallen Tributes If you lose all your candy and become a fallen tribute, you must continue playing by answering questions when your district is called upon. However, you will not be able to take nor receive candy from other districts. In other words, you won’t become The Victor but you still must review the material.

5. Any Questions??

6. Question 1 To prove that triangle AGE and triangle OLD are congruent by SAS, what additional information is needed?

7. Question 2 Find the length of FE:

8. Question 3 Write the following quadratic in vertex form:

9. Question 4

10. Question 5

11. Question 6

12. Question 7 List four linear pairs and 4 pairs of vertical angles.

13. Question 8

14. Question 9

15. Question 10

16. Question 11 Write an equivalent expression in standard polynomial form:

17. Question 12

18. Question 13

19. Question 14

20. Question 15

21. Question 16

22. Question 17

23. Question 18 Solve for x.

24. Question 19

25. Question 20

26. Question 21 Find the amplitude, midline, period, and frequency of the following periodic function: h(t) = 16 sin(2t) + 4

27. Question 22 Determine if the following triangles are congruent. If congruent, state which congruency theorem tells you so.

28. Question 23

29. Question 24

30. Question 25

31. Question 26

32. Question 27

33. Question 28

34. Question 29

35. Question 30

36. Question 31

37. Question 32

38. Question 33

39. Question 34

40. Question 35

41. Question 36

42. Question 37

43. Question 38

44. Question 39

45. Question 40