3. THIS IS

4. With Host... Your

5. 100 200 300 400 500 Anglers Choice Tri- it out! Is a Square just a Square? The 3 rd Dimension Geo. Splash You should see the view from here, Net(a)!

6. An angle that measures less than 90º A 100

7. Acute Angle A 100

8. An angle that measures exactly 180º A 200

9. Straight Angle A 200

10. The supplementary angle to an angle measuring 43º A 300

11. 137º A 300

12. The type of angle shown here: A 400

13. Obtuse angle A 400

14. The measure of two congruent angles, that together would be complementary angles. A 500

15. 45º A 500

16. The two ways a triangle can be named. B 100

17. By it’s angles and measures of it’s sides B 100

18. The type of triangle shown below: B 200

19. Acute Scalene B 200

20. The measures of all the angles inside an equilateral triangle. B 300

21. 60º B 300

22. The type of triangle shown here: B 400

23. Obtuse Isosceles B 400

24. In an Obtuse Isosceles Triangle, two of the angles measure 43º and 94º, the measure of the third angle is this. B 500

25. 43º B 500

26. Any 4-sided polygon is called this. C 100

27. Quadrilateral C 100

28. A 4-sided polygon, with exactly one set of parallel lines. C 200

29. Trapezoid C 200

30. A 4-sided polygon whose opposite sides are congruent and parallel C 300

31. Parallelogram C 300

32. DAILY DOUBLE C 400 DAILY DOUBLE Place A Wager

33. A 4-sided polygon that is equilateral and equiangular C 400

34. Square C 400

35. The 4 angles inside all 4-sided polygons add up to this. C 500

36. 360º C 500

37. A 3-dimensional figure with flat plane surfaces. D 100

38. Polyhedron D 100

39. The number of vertices on the figure shown below: D 200

40. 5

41. A 3-dimensional figure with 6 square faces D 300

42. cube D 300

43. Three examples discussed in class of Non-Polyhedrons. D 400

44. Cone, Sphere, & Cylinder D 400

45. The number of edges shown on the figure below: D 500

46. 27 D 500

47. A 2-dimensional pattern that can be folded to form a 3- dimensional figure. E 100

48. Net E 100

49. Geometry term meaning exactly the same. E 200

50. Congruent E 200

51. The term used to describe a polygon with congruent sides and angles. E 300

52. Regular E 300

53. A geometry term meaning all angles are congruent. E 400

54. Equiangular E 400

55. A 7-sided polygon. E 500

56. Heptagon E 500

57. The 3-dimensional figure that will be made with the net below: F 100

58. Pentagonal Pyramid F 100

59. This 3-dimensional figure from the side and front looks like a triangle and from the top you can see the circular base and the single vertex. F 200

60. Cone F 200

61. No matter what perspective you view this polyhedron from you will see a rectangle. F 300

62. Rectangular Prism F 300

63. The 3-dimensional figure that will be made with the net below: F 400

64. Cylinder F 400

65. The net of this 3- dimensional figure is composed of 4 triangles. F 500

66. Triangular Pyramid F 500

67. The Final Jeopardy Category is: Polygons Please record your wager. Click on screen to begin

68. List three things a polygon can have or cannot have that classifies it as a polygon. Click on screen to continue

69. -Cannot have curves (straight sides) -Must be closed (can’t be open) -Must have at least three sides -Must be “simple” (no intersections, criss- crosses) Click on screen to continue

70. Thank You for Playing Jeopardy! Game Designed By C. Harr-MAIT