A duelist playing the "Yu Gi Oh" trading card game wants to win using the Exodia cards. Assuming the player has a deck of 40 cards which contains a complete Exodia set and where all the cards are different (i.e. contains no duplicate cards), what is the probability that their starting hand of five cards will be the complete Exodia set? Ans = Blank 1
A duelist playing the "Yu Gi Oh" trading card game wants to win using the Exodia cards. Assuming the player has a deck of 40 cards which contains a complete Exodia set and where all the cards are different (i.e. contains no duplicate cards), what is the probability that their starting hand of five cards will be the complete Exodia set? Ans = Blank 1
Chapter8: Sequences, Series,and Probability
Section8.7: Probability
Problem 4ECP: Show that the probability of drawing a club at random from a standard deck of 52 playing cards is...
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Final answers should be either in lowest-term Fraction or up to 4 decimal places only. For even smaller numbers, round off to the nearest non-zero digit.
Transcribed Image Text:A duelist playing the "Yu Gi Oh" trading card game wants to win using the Exodia cards. Assuming the player has a deck of
40 cards which contains a complete Exodia set and where all the cards are different (i.e. contains no duplicate cards), what
is the probability that their starting hand of five cards will be the complete Exodia set?
Ans = Blank 1
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