1 / 193

by Jenny Paden, jenny.paden@fpsmail

by Jenny Paden, jenny.paden@fpsmail.org. 1A. A B. C D. Draw segment AB and ray CD . 1B. Name a four coplanar points. Points A, B, C, D. 1C. Name a pair of opposite rays:. CB and CD. 2A.

kueng
Télécharger la présentation

by Jenny Paden, jenny.paden@fpsmail

An Image/Link below is provided (as is) to download presentation Download Policy: Content on the Website is provided to you AS IS for your information and personal use and may not be sold / licensed / shared on other websites without getting consent from its author. Content is provided to you AS IS for your information and personal use only. Download presentation by click this link. While downloading, if for some reason you are not able to download a presentation, the publisher may have deleted the file from their server. During download, if you can't get a presentation, the file might be deleted by the publisher.

E N D

Presentation Transcript

  1. by Jenny Paden, jenny.paden@fpsmail.org

  2. 1A A B C D Draw segment AB and ray CD

  3. 1B Name a four coplanar points Points A, B, C, D

  4. 1C Name a pair of opposite rays: CB and CD

  5. 2A M is the midpoint of , PM = 2x + 5 and MR = 4x – 7. Solve for x. x = 6

  6. 2B 3x 4x + 8 29 Solve for x x = 3

  7. 2C E 6x – 4 F 3x G 5x + 8 E, F and G represent mile markers along a straight highway. Find EF. EF = 14

  8. 3A L is in the interior of JKM. Find m JKM if m JKL = 32º and m LKM = 47o. m JKM = 79o

  9. 3B bisects ABC, m ABD = (4x - 3)º, and m DBC = (2x + 7)º. Find m ABD. m ABD = 17

  10. 3C bisects PQR, m PQS = (2y + 1)º, and m PQR = (y + 12)º. Find y. y = 10/3 = 3.3

  11. 4A 1 2 Angles 1 and 2 are called: A. Vertical Angles B. Adjacent Angles C. Linear Pair D. Complementary Angles B. Adjacent Angles

  12. 4B 1 2 Angles 1 and 2 are called: A. Vertical Angles B. Adjacent Angles C. Linear Pair D. Complementary Angles A. Vertical Angles

  13. 4C 2 1 Angles 1 and 2 are: A. Adjacent B. Linear Pair C. Adjacent and Linear Pair D. Neither C. Adjacent and Linear Pair

  14. 5A The supplement of a 84o angle is _____o 96o

  15. 5B The complement of a 84o angle is _____o 6o

  16. 5C 37.2o Find the complement of the angle above. 52.8o

  17. 6A Find the perimeter and area of a square with side length of 5 inches Perimeter: 20 inches Area: 25 inches2

  18. 6B 14 6 12 What is the perimeter and area of the triangle above? Perimeter = 32 Area = 36

  19. 6C Find the circumference and area of a circle with a diameter of 10. Round your answer to the nearest tenth. Circumference: 31.4 Area: 78.5

  20. 7A State the Distance Formula

  21. 7B Find the distance of (-1, 1) and (-3, -4)

  22. 7C Find the length of FG Answer: 5

  23. 8A Find the midpoint of (-4, 1) and (2, 9) (-1, 5)

  24. 8B Find the midpoint of (3, 2) and (-1, 4) (1,3)

  25. 8C Find the midpoint of (6, -3) and (10, -9) (8, -6)

  26. 9A and are called _____ lines: A. Perpendicular B. Parallel C. Skew D. Coplanar Answer: C. Skew

  27. 9B BF and FJ are _______. A. Perpendicular B. Parallel C. Skew A. Perpendicular

  28. 9C BF and EJ are _______. A. Perpendicular B. Parallel C. Skew B. Parallel

  29. 10A 1 2 1 and 2 are called _____ angles. A. Alternate Interior B. Corresponding C. Alternate Exterior D. Same Side Interior .  B. Corr.

  30. 10B x° 48° Find x. x = 132o

  31. 10C Find the measure of each angle. 1 = 115o,  2 = 115o  3 = 148o,  4 = 148o

  32. 11A Find x. x = 22

  33. 11B 6x +10 4x + 20 Find x. x = 15

  34. 11C 6x +10 4x + 20 Find x. x = 5

  35. 12A Given line segment XY, what construction is shown: Perpendicular Bisector

  36. 12B • Name the shortest segment from A to CB • Write an inequality for x. • AP • x > 20

  37. 12C a) Name the shortest segment from A to CB b) Write an inequality for x. • AB • x < 17

  38. 13A Classify the triangle by its angles AND sides. Acute isocseles

  39. 13B Classify the triangle by its angles AND sides. Equilateral and Equiangular (or Acute)

  40. 13C 120º 30º Classify the triangle by its angles AND sides. Obtuse Isosceles

  41. 14A Find y. y = 7

  42. 14B A manufacturer produces musical triangles by bending steal into the shape of an equilateral triangle. How many 3 inch triangles can the manufacturer produce from a 100 inch piece of steel? 11 Triangles

  43. 14C Find the length of JL. JL = 44.5

  44. 15A 115º xº 36º Find x. x = 29

  45. 15B 47 27 x Find x. x = 74

  46. 15C 4x + 10° 5x - 60° x + 10° Find x. x = 22

  47. 16A Triangles Find x. A D 43o 47o 2x +3 B C F E 2x + 3 = 47 2x = 44 x = 22

  48. 16B The triangles are congruent. Find x. x = 4

  49. 16C Find y. y = 64o

  50. 17A Name the five “Shortcuts” to Proving Triangles are Congruent. SSS, SAS, ASA, AAS, and HL

More Related