WHO WANTS TO BE A MILLIONAIRE?

1. WHO WANTSTO BE A MILLIONAIRE? Created by Coach McCullers

2. Build your fortune by answering multiple-choice questions correctly and moving up the ladder toward $1,000,000! Along the way, you have three lifelines: 1) 50:50, which eliminates two wrong answers 2) Phone a friend, which allows you to ask one person in your group 3) Ask the Audience, which allows you to ask the entire class. 15 $1 MILLION 14 $500,000 13 $250,000 12 $125,000 11 $64,000 10 $32,000 9 $16,000 8 $8,000 7 $4,000 6 $2,000 5 $1,000 4 $500 3 $300 2 $200 1 $100 The Rules

3. If you answer a question incorrectly, another player will be chosen to complete the game. If you reach the $1,000 or $32,000 level, you are guaranteed that amount even if you answer a question incorrectly. All prizes are imaginary. However, a prize will be awarded to contestants at the end of the game. Of course, you’re also playing for pride. 15 $1 MILLION 14 $500,000 13 $250,000 12 $125,000 11 $64,000 10 $32,000 9 $16,000 8 $8,000 7 $4,000 6 $2,000 5 $1,000 4 $500 3 $300 2 $200 1 $100 The Rules

4. Let’s find our player!Whoever can put the following shows in order from oldest to newest in the fastest time will be our first contestant...

5. Put these shows in order beginning with the oldest: A. Moesha B. Different Strokes C. Family Matters D. The Bernie Mac Show

6. THE ANSWER: D. Different Strokes B. Family Matters C. Moesha A. The Bernie Mac Show

7. WELCOME, PLAYER!

8. 15 $1 MILLION 14 $500,000 13 $250,000 12 $125,000 11 $64,000 10 $32,000 9 $16,000 8 $8,000 7 $4,000 6 $2,000 5 $1,000 4 $500 3 $300 2 $200 1 $100 A. 34, 68, 136 B. 46, 82, 164 Q: Find the next 3 #s: 3, 6, 12, 24…. C. 48, 86, 164 D. 48, 96, 192

9. 15 $1 MILLION 14 $500,000 13 $250,000 12 $125,000 11 $64,000 10 $32,000 9 $16,000 8 $8,000 7 $4,000 6 $2,000 5 $1,000 4 $500 3 $300 2 $200 1 $100 A. (0, 0) B. (1, 1) Q: What is the coordinates of the point of origin? C. (2, 2) D. (-1, -1)

10. 15 $1 MILLION 14 $500,000 13 $250,000 12 $125,000 11 $64,000 10 $32,000 9 $16,000 8 $8,000 7 $4,000 6 $2,000 5 $1,000 4 $500 3 $300 2 $200 1 $100 A. Right angle B. Obtuse angle Which angle is more than 90°? C. Acute angle D. None of the Above

11. 15 $1 MILLION 14 $500,000 13 $250,000 12 $125,000 11 $64,000 10 $32,000 9 $16,000 8 $8,000 7 $4,000 6 $2,000 5 $1,000 4 $500 3 $300 2 $200 1 $100 A. Skew Lines B. Parallel Lines Q: A line, line segment, or ray that intersects 2 or more lines at different points are called _________. C. Transversals • Chords

12. 15 $1 MILLION 14 $500,000 13 $250,000 12 $125,000 11 $64,000 10 $32,000 9 $16,000 8 $8,000 7 $4,000 6 $2,000 5 $1,000 4 $500 3 $300 2 $200 1 $100 A. 90 B. 180 Q: Supplementary angles add up to be what ? C. 360 D. 100

13. 15 $1 MILLION 14 $500,000 13 $250,000 12 $125,000 11 $64,000 10 $32,000 9 $16,000 8 $8,000 7 $4,000 6 $2,000 5 $1,000 4 $500 3 $300 2 $200 1 $100 A. Perpendicular Bisector B. Altitude Q: what is segment AC? a c C. Median D. Median and Altitude

14. 15 $1 MILLION 14 $500,000 13 $250,000 12 $125,000 11 $64,000 10 $32,000 9 $16,000 8 $8,000 7 $4,000 6 $2,000 5 $1,000 4 $500 3 $300 2 $200 1 $100 A. Complementary B. Supplementary Q: What it special about opposite angles of a parallelogram? C. Add up to be 360 D. Congruent

15. 15 $1 MILLION 14 $500,000 13 $250,000 12 $125,000 11 $64,000 10 $32,000 9 $16,000 8 $8,000 7 $4,000 6 $2,000 5 $1,000 4 $500 3 $300 2 $200 1 $100 A. 2871 ft B. 2594 ft Q: The Aerial Ski Run in Snowbird, Utah, is 8395 feet long and, on average, has a 20° angle of elevation. Approximately what is the vertical drop? C. 324 ft D. 3179 ft

16. 15 $1 MILLION 14 $500,000 13 $250,000 12 $125,000 11 $64,000 10 $32,000 9 $16,000 8 $8,000 7 $4,000 6 $2,000 5 $1,000 4 $500 3 $300 2 $200 1 $100 A. Rectangle B. Trapezoid Q: This is the area formula for what shape: A=1/2 h (b1+b2) C. Regular Polygon D. Parallelogram

17. D T C 15 $1 MILLION 14 $500,000 13 $250,000 12 $125,000 11 $64,000 10 $32,000 9 $16,000 8 $8,000 7 $4,000 6 $2,000 5 $1,000 4 $500 3 $300 2 $200 1 $100 A. 84 B. 74 Q: In circle T, CD is a diameter. If CD =42, what is TC? C. 103.5 D. 21

18. 15 $1 MILLION 14 $500,000 13 $250,000 12 $125,000 11 $64,000 10 $32,000 9 $16,000 8 $8,000 7 $4,000 6 $2,000 5 $1,000 4 $500 3 $300 2 $200 1 $100 • Oblique B. Parallel Q: These shapes are called _____ because their lateral edges are also altitudes. C. Right D. Regular

19. 15 $1 MILLION 14 $500,000 13 $250,000 12 $125,000 11 $64,000 10 $32,000 9 $16,000 8 $8,000 7 $4,000 6 $2,000 5 $1,000 4 $500 3 $300 2 $200 1 $100 A. B. Q:Simplify this expression. C. D.

20. C 142° 1 15 $1 MILLION 14 $500,000 13 $250,000 12 $125,000 11 $64,000 10 $32,000 9 $16,000 8 $8,000 7 $4,000 6 $2,000 5 $1,000 4 $500 3 $300 2 $200 1 $100 A. 38 B. 76 Find the measure of angle 1. C. 94 D. 112

21. 15 $1 MILLION 14 $500,000 13 $250,000 12 $125,000 11 $64,000 10 $32,000 9 $16,000 8 $8,000 7 $4,000 6 $2,000 5 $1,000 4 $500 3 $300 2 $200 1 $100 A. Tangent-Tangent Angle B. Inscribed Angle Q: This type of angle can have a vertex on the circle and outside the circle but never on the inside of a circle. C. Secant Angle D. Secant-Tangent Angle

22. 15 $1 MILLION 14 $500,000 13 $250,000 12 $125,000 11 $64,000 10 $32,000 9 $16,000 8 $8,000 7 $4,000 6 $2,000 5 $1,000 4 $500 3 $300 2 $200 1 $100 A. SA=2rl+r² B. SA=rl+r² Q: What is the formula for the Surface Area of a Cone? C. SA=rl+r² D. SA=2rl+r²

23. 15 w $1 MILLION 14 w $500,000 13 w $250,000 12 w $125,000 11 w $64,000 10w $32,000 9 w $16,000 8 w $8,000 7 w $4,000 6 w $2,000 5w $1,000 4 w $500 3 w $300 2 w $200 1 w $100 Congratulations! You’ve become a billionaire...but why be a billionaire when you could be a millionaire?