1. If a poker hand (5 cards) is dealt from a well-shuffled, standard deck, calculate the number of ways each even could happen. a) There are no hearts [575 757] b) There is at least one jack [886 656] c) There are at least 2 spades [953 940]

College Algebra
1st Edition
ISBN:9781938168383
Author:Jay Abramson
Publisher:Jay Abramson
Chapter9: Sequences, Probability And Counting Theory
Section9.5: Counting Principles
Problem 36SE: The number of 5-element subsets from a set containing n elements is equal to the number of 6-element...
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11. If a poker hand (5 cards) is dealt from a well-shuffled, standard deck, calculate the number of ways each even
could happen.
a) There are no hearts [575 757]
b) There is at least one jack [886 656]
c) There are at least 2 spades [953 940]
d)
There are at least 3 face cards [192 192]
There are at least 4 red cards [454 480]
e)
f) The queen of spades is included [249 900]
g) The queen of spades and the king of spades are included [19 600]
h) The queen of spades or the king of spades is included [480 200]
Transcribed Image Text:11. If a poker hand (5 cards) is dealt from a well-shuffled, standard deck, calculate the number of ways each even could happen. a) There are no hearts [575 757] b) There is at least one jack [886 656] c) There are at least 2 spades [953 940] d) There are at least 3 face cards [192 192] There are at least 4 red cards [454 480] e) f) The queen of spades is included [249 900] g) The queen of spades and the king of spades are included [19 600] h) The queen of spades or the king of spades is included [480 200]
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