1. Three cards are drawn in succession, without replacement, from an ordinary deck of playing cards. Find the probability that the event A1 and A2 and A3 occurs, where A1 is the event that the first card is a red two, A2 the event that the second card is a jack or a queen, and A3 is the event that the third card is at least 5 but less than 9. (Answer in a fraction in lowest terms, i.e. 12/347) 2. In how many ways can three dating reviewees be seated in the review center without restriction?|

MATLAB: An Introduction with Applications
6th Edition
ISBN:9781119256830
Author:Amos Gilat
Publisher:Amos Gilat
Chapter1: Starting With Matlab
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|1. Three cards are drawn in succession, without replacement, from an ordinary deck of playing cards.
Find the probability that the event A1 and A2 and A3 occurs,
where A1 is the event that the first card is a red two, A2 the event that the second card is a jack or a queen,
and A3 is the event that the third card is at least 5 but less than 9. (Answer in a fraction in lowest terms, i.e. 12/347)
2. In how many ways can three dating reviewees be seated in the review center without restriction?
Transcribed Image Text:Answers must be in 4 decimals |1. Three cards are drawn in succession, without replacement, from an ordinary deck of playing cards. Find the probability that the event A1 and A2 and A3 occurs, where A1 is the event that the first card is a red two, A2 the event that the second card is a jack or a queen, and A3 is the event that the third card is at least 5 but less than 9. (Answer in a fraction in lowest terms, i.e. 12/347) 2. In how many ways can three dating reviewees be seated in the review center without restriction?
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