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Geo_Book_Answers

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<strong>Answers</strong> to Exercises<br />

CHAPTER 12 REVIEW<br />

1. 0.8387<br />

2. 0.9877<br />

3. 28.6363<br />

4. a<br />

b ; c a<br />

; <br />

b c <br />

8<br />

5. ; <br />

17<br />

15<br />

8<br />

; 17<br />

15<br />

6. s; t; s<br />

t <br />

7. 33°<br />

8. 86°<br />

9. 71°<br />

10. 1823 cm2 11. 15,116 cm3 12. Yes, the plan meets the act’s requirements. The<br />

angle of ascent is approximately 4.3°.<br />

13. approximately 52 km<br />

14. approximately 7.3°<br />

15. approximately 22 ft<br />

16. approximately 6568 m<br />

17. approximately 2973 km/h<br />

18. 393 cm2 19. 30 cm<br />

20. 78°<br />

21. 105 cm<br />

22. 51°<br />

23. 759 cm2 24. approximately 25 cm<br />

25. 72 cm2 26. approximately 15.7 cm<br />

27. approximately 33.5 cm2 28. approximately 10.1 km/h at an approximate<br />

bearing of 24.5°<br />

29. False; an octahedron is a polyhedron with<br />

eight faces.<br />

30. false<br />

31. true<br />

32. true<br />

142 ANSWERS TO EXERCISES<br />

33. False; the ratio of their areas is m<br />

34. true<br />

35. false; tangent of T <br />

36. true<br />

37. true<br />

38. true<br />

39. true<br />

40. False; the slope of line 2 is <br />

m<br />

41. false<br />

42. B 43. C 44. A 45. D<br />

46. B 47. B 48. A 49. B<br />

50. C<br />

54. <br />

51. D 52. C 53. A<br />

100<br />

cm3 3<br />

55. 28 cm3 56. 30.5 cm3 57. 33<br />

58. (x, y) → (x 1, y 3)<br />

59. w 48 cm, x 24 cm, y 28.5 cm<br />

60. approximately 18 cm<br />

61. (x 5) 2 (y 1) 2 9<br />

62. Sample answer: Each interior angle in a regular<br />

pentagon is 108°. Three angles would have a sum of<br />

324°, or 36° short of 360, which would leave a gap.<br />

Four angles would have a sum exceeding 360° and<br />

hence create an overlap.<br />

63. approximately 99.5 m<br />

64. 30 ft<br />

65. 4 cm<br />

66.<br />

B<br />

A<br />

D<br />

C<br />

66a. mABC 2 mABD<br />

66b. Possible answers: BD is the perpendicular<br />

bisector of AC. It is the angle bisector of ABC,it<br />

is a median, and it divides ABC into two<br />

congruent right triangles.<br />

1 .<br />

.<br />

n2 2<br />

length of leg opposite T<br />

<br />

length of leg adjacent to T

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