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PROBABILITY AND ODDS

PROBABILITY AND ODDS. The PROBABILITY of a simple event is a ratio of the number of favorable outcomes for the event to the total number of possible outcomes of the event. PROBABILITY AND ODDS.

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PROBABILITY AND ODDS

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  1. PROBABILITY AND ODDS The PROBABILITY of a simple event is a ratio of the number of favorable outcomes for the event to the total number of possible outcomes of the event.

  2. PROBABILITY AND ODDS What is the probability of drawing a blue marble out of a bowl that contains 4 blues, 4 greens and 2 reds.

  3. PROBABILITY AND ODDS What is the probability of drawing out an ace from a deck of 52 cards?

  4. PROBABILITY AND ODDS What is the probability of drawing out a king from a deck of 52 cards?

  5. PROBABILITY AND ODDS What is the probability of rolling a 4 on a six-sided die?

  6. PROBABILITY AND ODDS What are the odds of drawing out an Ace from a deck of 52 cards? Don’t write the odds as a percent!

  7. PROBABILITY AND ODDS What are the odds of rolling an even number on a die?

  8. PROBABILITY AND ODDS What are the odds against rolling a three on a die?

  9. PROBABILITY AND ODDS If the probability of an event happening is 1/6, then what are the odds that the event will happen?

  10. PROBABILITY AND ODDS The sports analyst said that there was a 60% probability that the home team would win. What are the odds that the home team will win?

  11. SQUARE ROOTS A SQUARE ROOT is one of two equal factors of a number.

  12. SQUARE ROOTS A number whose square root is a rational number is a PERFECT SQUARE. Which of the following numbers is a PERFECT SQUARE? 25 Yes 81 Yes 48 No 49 Yes 18 No 144 Yes

  13. SQUARE ROOTS

  14. SQUARE ROOTS

  15. SQUARE ROOTS IRRATIONAL NUMBERS Square roots of perfect squares are rational numbers. Square roots of numbers that are NOT perfect squares are irrational numbers. IRRATIONAL NUMBERS are numbers that cannot be expressed as a fraction of two integers.

  16. IRRATIONAL NUMBERS NATURAL NUMBERS {1, 2, 3,…} + {0} = WHOLE NUMBERS {0, 1, 2, 3,…} + NEG. WHOLE NOS. = INTEGERS {…-2, -1, 0, 1, 2,…} + PURE FRACTIONS = RATIONAL NUMBERS + IRRATIONAL NUMBERS =REAL NUMBERS

  17. IRRATIONAL NUMBERS NAME THE SET(S) OF NUMBERS THAT EACH OF THE FOLLOWING BELONG: , Reals 17 Naturals , Wholes , Integers , Rationals , Reals Integers , Rationals , Reals Irrationals , Reals Rationals

  18. -6 -2 2 4 6 -4 0 GRAPHING REAL NUMBERS GRAPH THE SOLUTION SET FOR x > 5

  19. -6 -2 2 4 6 -4 0 GRAPHING REAL NUMBERS GRAPH THE SOLUTION SET FOR x < 1

  20. -6 -2 2 4 6 -4 0 GRAPHING REAL NUMBERS GRAPH THE SOLUTION SET FOR x ≠ -2

  21. REAL NUMBERS List the following numbers in order, least to greatest. -7, 16/3, , 0, 4.3 -7 16/3 , 0, , 4.3,

  22. REAL NUMBERS What two consecutive integers is each of the following between: is between 4 and 5 is between 6 and 7 is between 9 and 10

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