3 The Sieben Siegel (Seven Seals) card game uses a non-standard deck. The deck has fifteen numbers (1 15) in each of five colors (red, green, blue, yellow, and purple). a) How many cards are in the deck? b) If you are dealt six cards, what is the probability that they are all the same color? c) If you are dealt six cards, what is the probabiilty that you have two trios? (3 of one number and 3 of another number) d) If you are dealt six cards, what is the probabilty that you have 3-of-a-kind? (3-of-a-kind means that 3 cards are the same number, and the other three are different from each other and from the three that match.)
3 The Sieben Siegel (Seven Seals) card game uses a non-standard deck. The deck has fifteen numbers (1 15) in each of five colors (red, green, blue, yellow, and purple). a) How many cards are in the deck? b) If you are dealt six cards, what is the probability that they are all the same color? c) If you are dealt six cards, what is the probabiilty that you have two trios? (3 of one number and 3 of another number) d) If you are dealt six cards, what is the probabilty that you have 3-of-a-kind? (3-of-a-kind means that 3 cards are the same number, and the other three are different from each other and from the three that match.)
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
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Transcribed Image Text:3 The Sieben Siegel (Seven Seals) card game uses a non-standard deck. The deck has fifteen numbers (1 – 15) in
each of five colors (red, green, blue, yellow, and purple).
a) How many cards are in the deck?
b) If you are dealt six cards, what is the probability that they are all the same color?
c) If you are dealt six cards, what is the probabiilty that you have two trios? (3 of one number and 3 of another
number)
d) If you are dealt six cards, what is the probabilty that you have 3-of-a-kind? (3-of-a-kind means that 3 cards
are the same number, and the other three are different from each other and from the three that match.)
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