SOLUTION: A poker deck consists of fifty-two cards, representing thirteen denominations (2 through ace) and four suits (diamonds, hearts, clubs, and spades). A five-card hand is called a

Algebra ->  Probability-and-statistics -> SOLUTION: A poker deck consists of fifty-two cards, representing thirteen denominations (2 through ace) and four suits (diamonds, hearts, clubs, and spades). A five-card hand is called a       Log On


   

Question 1094433: A poker deck consists of fifty-two cards, representing
thirteen denominations (2 through ace) and four suits
(diamonds, hearts, clubs, and spades). A five-card hand is
called a flush if all five cards are in the same suit but not all
five denominations are consecutive. Pictured in the next
column is a flush in hearts. Let N be the set of five cards in
hearts that are not flushes. How many outcomes are in N?
Unsure what my thought process should be with these kind of problems
Answer by Alan3354(69443) About Me  (Show Source):
You can put this solution on YOUR website!
Let N be the set of five cards in
hearts that are not flushes. How many outcomes are in N?
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5 hearts is a flush.
N = 0