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Geometry Chapter 5 Sections 5-1 to 5-5

Geometry Chapter 5 Sections 5-1 to 5-5. Chapter 5 Geometry. 500. Find the value of x. 5x. 10. A. 2(10) = 5x or 10 = 5x/2. What is x = 4?. Find the value of x. 24. 6x. A. 24 2 = 6x. What is x = 8?.

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Geometry Chapter 5 Sections 5-1 to 5-5

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  1. GeometryChapter 5Sections 5-1 to 5-5

  2. Chapter 5 Geometry 500

  3. Find the value of x. 5x 10 A

  4. 2(10) = 5x or 10 = 5x/2 What is x = 4?

  5. Find the value of x. 24 6x A

  6. 24 2 = 6x What is x = 8?

  7. Given segment FB is the midsegment of triangle GDA and segment EC is the midsegment of triangle FDB. The lengths of segments GA and EC are these. G F E 9 D A B C A

  8. What are 18 and 4.5?

  9. If segment VR = 12, segment WS =5, segment SR =7. This is the perimeter of triangle VTR. U V T S W R A

  10. What is P = 36?

  11. Given: Perimeter = 44. Find the value of x. 4x x+5 2x+3 A

  12. 2(4x) + 2(2x+3) + 2 (x+5) What is x = 2?

  13. Segment RT = 20; Segment RS = 10; Segment SU = 10. The lengths of segments WU and RU are these. S W R T U A

  14. What is 5 and 10?

  15. Find the value of x. 4x 3x+10 A

  16. 4x = 3x + 10 What is x = 10?

  17. How is segment GI related to segment HJ? H K G I J A

  18. What is a perpendicular bisector?

  19. Find the value of x. 7x – 1 4x + 5 A

  20. What is x = 2?

  21. The type of triangle that triangle ABD represents. B 3 1 E A C 1 3 D A

  22. What is an Isosceles triangle?

  23. Segment QS Q S A

  24. What is a median of the triangle?

  25. Segment QS Q S A

  26. What is a perpendicular bisector?

  27. Segment QS Q S A

  28. What is an altitude of the triangle?

  29. The point of concurrency of the medians of a triangle. A

  30. What is the centroid?

  31. Points B, D, and F are midpoints of segments AC, CE, and EA, respectively. G is the point of concurrency of the medians. Segment AG measures 12 cm. The lengths of segments GD and AD are these. C B D G A E F A

  32. What are 6 and 18?

  33. The negation of: Today is sunny. A

  34. What is Today is not sunny?

  35. The inverse of this conditional statement: If a figure is a square, then it has four sides. A

  36. What is If a figure is not a square, then it does not have four sides.

  37. The contrapositive of this conditional statement: If a figure is a triangle, then it has three sides. A

  38. What is If a figure does not have three sides, then it is not a triangle?

  39. Its symbolic representation is: ~q  ~p A

  40. What is a contrapositive?

  41. Its symbolic representation is: ~p A

  42. What is a negation?

  43. List the sides of triangle DEF in order from shortest to longest. E 79 25 D F A

  44. What are segments DE, EF, and DF?

  45. Given: Triangle RST with mR = 39 and mS = 87. List the sides in order from shortest to longest. A

  46. What are segments ST, RS, and TR?

  47. Triangle LMO has side lengths LM = 14, MO = 12, OL = 10. List the angles of the triangle from largest to smallest. A

  48. What are O, L, and M?

  49. Triangle JKL has side lengths as shown. List the angles from smallest to largest. K 2.1 cm 0.027 m J L 23,000 mm A

  50. What are L, K, and J?

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