1 / 19

Who wants to be a Millionaire?

Who wants to be a Millionaire?. Hosted by Mrs. Hemp. Confident?. The Prizes. 8 - $16,000 9 - $32,000 10 - $64,000 11 - $125,000 12 - $250,000 13 - $500,000 14 - $1,000,000. 1 - $100 2 - $200 3 - $500 4 - $1,000 5 - $2,000 6 - $4,000 7 - $8,000. Lifelines.

wendi
Download Presentation

Who wants to be a Millionaire?

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. Who wants to be a Millionaire? Hosted by Mrs. Hemp

  2. Confident?

  3. The Prizes • 8 - $16,000 • 9 - $32,000 • 10 - $64,000 • 11 - $125,000 • 12 - $250,000 • 13 - $500,000 • 14 - $1,000,000 1 - $100 2 - $200 3 - $500 4 - $1,000 5 - $2,000 6 - $4,000 7 - $8,000

  4. Lifelines • “Phone a friend” • Ask the audience

  5. $100 Question? If a=b then b=a is an example of what property? • A - Reflexive Property B - Commutative Property • C - Symmetric Property • C - Symmetric Property • D - Transitive Property

  6. $200 Question? If m<ABE = m<DRG and m<DRG = m<STR then m<ABE = m<STR is an example of what property? • A - The Reflexive Property B - The Symmetric Property • C - The Transitive Property • C - The Transitive Property • D - Angle Addition Property

  7. $500 Question? < 1 and < 2 are what kind of angles? 2 1 • A - Linear Pair B - Supplementary Angles • C - Complementary Angles • D - Vertical Angles • D - Vertical Angles

  8. $1,000 Question? m<1+m<2 =? 1 2 • A - 90º B - 180º • B - 180º • C - 45º • D - not enough information

  9. $2,000 Question? What is x? B C 3x-4 6x-23 A D • A – 17 B - 23 • B - 23 • C - 69 • D - 111

  10. $4,000 Question? If AB + BC = AC and BC = CE then AB + CE = AC is an example of what property? • A - Reflexive Property B - Symmetric Property • C - Transitive Property • D - Substitution • D - Substitution

  11. $8,000 Question? How many line segments can be drawn connecting each pair of points in an octagon? • A - 28 • A - 28 B - 8 • C - 25 • D - 20

  12. $16,000 Question? How many sides in a nonagon? • A - none B - seven • C - nine • C - nine • D - eleven

  13. $32,000 Question? Nan, Oli, Mari, and Kent each have one piece of fruit. They have a peach, an orange, a banana, and an apple. Mari does not have a peach or a banana. Oli and Mari just came from class with the student who has an apple. Kent and Nan are sitting next to the student who has a banana. Nan does not have a peach. Which student has each piece of fruit? • A - N-peach, O-orange, M-apple, K-banana B - N-orange, O-banana, M-apple, K-peach • C - N-apple, O-banana, M-orange, K-peach • C - N-apple, O-banana, M-orange, K-peach • D - N-banana, O-peach, M-orange, K-apple

  14. $64,000 Question?If the width of a rectangle is 5 more than half the length and the perimeter of the rectangle is 5 less than 5 times the width, find the width. • A - 15 • A - 15 B - 20 • C - 25 • D - 10

  15. $125,000 Question? If AM = BA + MB which statement must be true? • A – B is between A and M • A – B is between A and M B – M is the midpoint of BA • C – BA = MB • D – B is the midpoint of AM

  16. $250,000 Question? Which property justifies the statement: If m<P + m<Q = 110 and m<R = 110 then m<P + m<Q = m<R • A – Angle Addition B – Transitive Property • C – Angle Bisector Theorem • D - Substitution • D - Substitution

  17. $500,000 Question? If <1 and < 2 are vertical angles and m<1 = d-32 and m<2 = 175 – 2d, find m<2 • A - 69 B - 37 • B - 37 • C - 137 • D – not enough information

  18. $1,000,000 Question? Points S and M are in the interior of <RAL. RayAM bisects <LAR and RayAS bisects <MAR. Find m<LAR if m<RAS = 25-2x and m<SAM = 3x+5. • A - 4 B - 17 • C - 34 • D - 68 • D- 68

  19. Winner! Winner! Winner! Winner! Winner! Winner! Winner! Winner! Winner!

More Related