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THIS IS With Your Host... Vocabulary Name That Term Always, Sometimes, Never Postulates Segment and Angle Addition Angle Sense 100 100 100 100 100 100 200 200 200 200 200 200 300 300 300 300 300 300 400 400 400 400 400 400 500 500 500 500 500 500 An unproved assumption. A 100 What is a postulate? A 100 Two angles in the same plane with a common vertex and a common side, but no common interior points. A 200 What are adjacent angles? A 200 A pair of adjacent angles whose noncommon sides are opposite rays. A 300 What is a linear pair? A 300 Two angles whose measures have a sum of 90. A 400 What are complementary angles? A 400 A geometric tool used to measure angles. A 500 What is a protractor? A 500 Three collinear points A Q B D E C B 100 What are A, B, and C? B 100 Four coplanar points A Q B D E C B 200 What are A, B, C, and D/E? B 200 Four non-coplanar points A Q B D E C B 300 What are A, B, D, and E? OR What are C, B, D, and E? B 300 The intersection of and plane Q. AC A Q B D E C B 400 What is B? B 400 Another name for plane Q. A Q B D E C B 500 What is BDE, BED, EDB, EBD, DBE, or DEB? B 500 Four points are _____ coplanar. C 100 What is sometimes? C 100 Skew lines are _____ coplanar? C 200 What is never. C 200 Two segments that lie in parallel lines are _____ parallel? C 300 What is always. C 300 DAILY Place A Wager DOUBLE C 400 The intersection of a plane and a line not on that plane is _____ a point. C 400 What is always? C 400 The intersection of two planes is _____ a point. C 500 What is never? C 500 The postulate that this picture describes: D 100 What is . . . through any two points there is exactly one line? aka two points make a line. D 100 The postulate that this picture describes: D 200 What is . . . Through any three non-collinear points there is exactly one plane containing them? Aka three non-collinear points make a plane D 200 The postulate that this picture describes: D 300 What is . . . If two lines intersect, then they intersect in exactly one point? D 300 The postulate: If B is between A and C, then AB + BC = AC D 400 What is . . . the segment addition postulate? D 400 The postulate . . . If coordinates of points A and B are a and b, then the distance AB = |a – b| = |b – a|. D 500 What is . . . The Ruler Postulate? D 500 A description of M. J M K E 100 What is the midpoint? E 100 The value of x given JK=48. M J 4x–15 K 2x+3 E 200 What is 10? E 200 The measure of BDR. B K J D R E 300 What is 90? E 300 State the value of x. B K J 3x+4 5x–10 D R E 400 What is 7? E 400 State the value of y. B K J 7y + 2 2y+7 D R E 500 What is 9? E 500 DAILY Place A Wager DOUBLE F 100 The most descriptive name for the relationship between 1 and 2. F 100 What is adjacent? F 100 The most descriptive name for the relationship between 3 and 4. F 200 What is a linear pair? F 200 The most descriptive name for the relationship between A and B. F 300 What are complementary angles? F 300 The most descriptive name for the relationship between A and C. F 400 What are supplementary angles? F 400 The supplement to 3𝑥 − 50 . F 500 What is −3𝑥 + 230 ? F 500 The Final Jeopardy Category is: Supplementary and or Complementary Angles Please record your wager. Click on screen to begin The supplement of an angle is 6 more than twice its complement. Find the measure of the angle. Click on screen to continue What is 6? Click on screen to continue Thank You for Playing Jeopardy! Game Designed By C. Harr-MAIT