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Who wants to be a Millionaire?

Who wants to be a Millionaire?. Hosted by Ms. Cummings. 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.

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Who wants to be a Millionaire?

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  1. Who wants to be a Millionaire? Hosted by Ms. Cummings

  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 Find the domain and range of the function whose graph is shown. • A - D = {x | x > 0}; R = {y | y > 0} B - D = {all real numbers}; R = {y | y > 0} • C - D = {x | x > 0}; R = {all real numbers} • D - D = {all real numbers}; R = {y | y < 0 • D - D = {all real numbers}; R = {y | y < 0

  6. $200 Which function represents exponential growth? • A - y = 9(1/3)^x B - y = 4x^4 • C - y = 12(1/5)^x • D - y = 10(3)^x • D- y = 10(3)^x

  7. $500 The graph of which exponential function passes through the points (0, 4) and (1, 24)? • A - y = 4(6)^x • A - y = 4(6)^x B - y = 3(8)^x • C - y = 2(2)^x • D - y = 10(3)^x

  8. $1,000 Solve = . • A - -2 • A- -2 B - -1 • C - 0 • D - 1

  9. $2,000 Solve > 4. • A - {x | m < 0} • B - {x | m > 0} • C - {x | m > 2} • C - {x | m > 2} • D- {x | m > 5/3}

  10. $4,000 Write the equation = 64 in logarithmic form. • A- log 4 3 = 64 B - log 3 4 = 64 • C - log 644 = 3 • D - log 4 64 = 3 • D - log 4 64 = 3

  11. $8,000 Write the equation log12 144 = 2 in exponential form. • A- 1442 = 12 • B - 122 = 144 B - 122 = 144 • C - 212 = 144 • D - 14412 = 2

  12. $16,000 Evaluate . • A - 3 • A - 3 B - 4 • C - 16 • D - 64

  13. $32,000 Solve = 2. • A - 6 B - 5 • C - 8 • D - 9 • D - 9

  14. $64,000 Solve + = . • A - 180 • B - 4 B - 4 • C - 5 • D - 30

  15. $125,000 Express in terms of common logarithms. • A - log 22/9 B - log⁡198 • C - log⁡22 / log⁡9 • C - log⁡22 / log⁡9 • D - log⁡9 / log⁡22

  16. $250,000 Evaluate . • A - e^4 B - 4^e • C - ln⁡4 • D - 4 • D - 4

  17. $500,000 AUTOMOBILES Lydia bought a car for $20,000. It is expected to depreciate at a continuous rate. What will be the value of the car in 2 years? Use k = 0.105 and round to the nearest dollar. • A - $16,212 • A - $16,212 B - $16,012 • C - $19,867 • D - $18,567

  18. $1,000,000 Evaluate 3 + + . • A - 6 B - 3 • C - 27 • D - 21 • D- 21

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

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