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Who Wants to Be a Millionaire?

Who Wants to Be a Millionaire?. Click the appropriate dollar amount at right to proceed to the question. _________________________ _____________________ _____________________ _____________________ ___________________ ___________________ __________________ _________________

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Who Wants to Be a Millionaire?

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  1. Who Wants to Be a Millionaire?

  2. Click the appropriate dollar amount at right to proceed to the question _________________________ _____________________ _____________________ _____________________ ___________________ ___________________ __________________ _________________ _________________ _________________ _________________ ______________ ______________ ______________ ______________ Triangles and Polygons

  3. Phone A Friend • “OK Contestant…Please select a friend to help you with this one. You have thirty seconds to discuss your options…” Return to the Question

  4. Ask the Audience • “Audience, we need your help on this one…in a moment, we’ll ask you to indicate, by show of hands, your choice for the correct answer…” Return to the Question

  5. 50/50 Fifty - Fifty • You’ve asked that two of the wrong answers be eliminated, leaving you with one wrong answer plus the correct one. Return to the Question

  6. Correct Correct! Proceed to Next Question

  7. Incorrect Sorry, That’s Incorrect Return to the Question

  8. A triangle, in which one angle measures more than 90° 50/50 Right Obtuse A B Acute Fat C D

  9. A triangle in which no sides are congruent. 50/50 Equilateral Right A B Isosceles Scalene C D

  10. Find the measure of the missing angle: 42 30 50/50 288 72 A B 108 100 C D

  11. Find the measure of the missing angle: 29 50/50 61 119 A B 51 29 C D

  12. Classify the polygon by number of sides and as convex or concave: 50/50 Concave Quadrilateral Concave Pentagon A B Convex Polygon Convex Pentagon C D

  13. Find x: 112 x 53 69 50/50 53 69 A B 58 112 C D

  14. Find the measure of the missing angle: 83 50/50 83 107 A B 97 86 C D

  15. Find the measure of the exterior angle: x + 14 2x + 10 37 50/50 92 5 A B 108 82 C D

  16. Find the measures of the interior angles and exterior angles of a regular decagon. 50/50 150 and 30 180 and 0 A B 134 and 46 144 and 36 C D

  17. Find the value of c. (c)° (c + 52)° (c + 23)° 50/50 35 95 A B 155 180 C D

  18. A small regional airline plans to establish service among six cities so that each city is connected to each other by a direct route. How many direct routes must they establish? 50/50 12 9 A B 15 18 C D

  19. Find x: 2x + 11 2x + 2 4x – 2 4x – 11 50/50 25 10 A B 15 30 C D

  20. Find n: 135° 62° (n + 6)° 151° n 140° 50/50 23 113 A B 203 720 C D

  21. Is it possible for a regular polygon to have 240° as the measure of each of its angles? 50/50 No Yes A B Maybe so I don’t know C D

  22. In Centerville, east/west streets are numbered consecutively starting at First, and north/south streets are lettered alphabetically starting at A. Police officers who are at the corner of Second and E Streets must respond to a call at Fourth and G Streets. They must take the shortest route possible along the streets. How many possible routes are there? 50/50 4 routes 6 routes A B 5 routes 10 routes C D

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