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Special Right Triangles

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Presentation on theme: "Special Right Triangles"— Presentation transcript:

1 Special Right Triangles
GEOMETRY LESSON 7-3 Pages Exercises 1. x = 8; y = 2. x = 2 ; y = 2 3. y = 4. x = 15; y = 15 6. 9 cm ft 12. x = 20; y = 13. x = 3; y = 3 14. x = 5; y = 15. x = 24; y = 16. x = 4; y = 2 17. x = ; y = 6 18. x = 9; y = 18 19. x = ; y = 20. x = ; y = cm2 cm2 m2 24. a = 7; b = 14; c = 7; d = 7-3

2 Special Right Triangles
GEOMETRY LESSON 7-3 31. Answers may vary. Sample: A ramp up to a door is 12 ft long. It has an incline of 30°. How high off the ground is the door? sol.: 6 ft 32. a. 28 ft b. about 0.28 min 33. a. 8.5 m b. 3.1 m m2 25. a = 6; b = ; c = ; d = 6 26. a = ; b = ; c = 15; d = 5 27. a = 4; b = 4 28. a = 3; b = 7 29. a = 14; b = 30. Rika; Sandra marked the shorter leg as opposite the 60° angle. cm2 ft2 yd2 m2 units2 40. a units b units c. s 3 units 7-3

3 Special Right Triangles
GEOMETRY LESSON 7-3 41. a.  units2 b. A = c.  units2 42. A 43. C 44. D 45. D 3 h 1 2 46. [2] a. Let a leg measure x. Then x2 = 16 and x = m. b. The hypotenuse is 2 • leg, so • 2 = 8 m. [1] incorrect calculation OR no explanation cm cm2 49. no 50. yes 51. no; an isosceles trapezoid 52. yes; AAS Thm. 53. no 54. no 55. yes; ASA Post. 7-3


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