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2019-11-03 ¿ÀÈÄ 12:23:46
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A fair coin is flipped, a standard six-sided die is rolled and a card is randomly selected from a standard deck of 52 playing cards. The Venn diagram shown can be used to organize the numbers of outcomes that include flipping heads (H), rolling a 6 (S) and/or selecting a diamond card (D). Use your answers to questions 17 through 19 to fill in this diagram.

 

1. (          ) ways - How many ways are there to flip heads, roll a 6 and select a diamond card?

                             Hint: This is the value of  | H ∩ S ∩ D |

2. (          ) ways - Since there are 1 x 1 x 52 = 52 ways to roll a 6 and flip heads, how many ways are there to roll a 6 and flip heads but not select a diamond card?

                             Hint: This is the value of  | S ∩ H  | = 52 to find the value of

 | (S ∩ H) \ D  |

 

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| A \ B | ¸¦ A ¿Í B °¡ ±³Â÷ÇÒ ¶§, ±³Â÷ÇÑ ºÎºÐ Á¦°ÅÇÏ°í ³²Àº A ÀÇ ³ª¸ÓÁö¸¦ ÀÌ·¸°Ô \ Ç¥ÇöÇϳ׿ä.| 

 

3. (          ) ways - Since there are 1 x 6 x 52 = 312 ways to flips heads and 13 x 1 x 6 = 78 ways to select a diamond card and flip heads, how many ways are there to flip heads but not select a diamond card and not roll a 6?

 

                              Hint: This is the value of  | D ∩ H  | = 78 to find the value of

 | (D ∩ H) \ S  | . Remember that | H | = 312.

 

4. (          ) - What is the probability of rolling a 6 and not flipping heads or flipping heads and not selecting a diamond? Express your answer as a common fraction?

 

 

 

Á¤´äÀº 

1.  13

2.  39

3.  195

4.  11/24

 

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