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A sergeant has 15 soldiers under her command, including the "buffoons" Beetle Bailey, Gomer Pyle, Sad Sack, and Randolph Agarn. She randomly selects 6 of the 15 for a dangerous mission. What is the probability that she gets: (a) none of the buffoons? (i.e., exactly 0 of the buffoons?) (b) exactly 1 of the buffoons? (c) at least 1 of the buffoons? (i.e., 1 or more of the buffoons?)

A sergeant has 15 soldiers under her command, including the "buffoons" Beetle Bailey, Gomer Pyle, Sad Sack, and Randolph Agarn. She randomly selects 6 of the 15 for a dangerous mission. What is the probability that she gets: (a) none of the buffoons? (i.e., exactly 0 of the buffoons?) (b) exactly 1 of the buffoons? (c) at least 1 of the buffoons? (i.e., 1 or more of the buffoons?)

MATLAB: An Introduction with Applications
MATLAB: An Introduction with Applications
6th Edition
ISBN:9781119256830
Author:Amos Gilat
Publisher:Amos Gilat
Chapter1: Starting With Matlab
Section: Chapter Questions
Problem 1P
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*OA sergeant has 15 soldiers under her command, including the "buffoons" Beetle Bailey, Gomer Pyle, Sad Sack, and Randolph Agarn. She randomly selects 6 of the 15 for a dangerous mission. What is the probability that she gets: (a) none of the buffoons? (i.e., exactly 0 of the buffoons?) (b) exactly 1 of the buffoons? (c) at least 1 of the buffoons? (i.e., 1 or more of the buffoons?) *Only 17 people enter a lottery, which offers a Grand Prize, a First Prize, a Second Prize, a Third Prize, a Fourth Prize, a Fifth Prize, and a Booby Prize, all of which must go to different people. How many outcomes are possible? I.e., in how many ways can the Prizes be awarded? I.e., in how many different ways can the following "Winners Form" be filled out? WINNERS!!! Grand Prize: First Prize: Second Prize: Third Prize: Fourth Prize: Fifth Prize: Booby Prize:
Transcribed Image Text:*OA sergeant has 15 soldiers under her command, including the "buffoons" Beetle Bailey, Gomer Pyle, Sad Sack, and Randolph Agarn. She randomly selects 6 of the 15 for a dangerous mission. What is the probability that she gets: (a) none of the buffoons? (i.e., exactly 0 of the buffoons?) (b) exactly 1 of the buffoons? (c) at least 1 of the buffoons? (i.e., 1 or more of the buffoons?) *Only 17 people enter a lottery, which offers a Grand Prize, a First Prize, a Second Prize, a Third Prize, a Fourth Prize, a Fifth Prize, and a Booby Prize, all of which must go to different people. How many outcomes are possible? I.e., in how many ways can the Prizes be awarded? I.e., in how many different ways can the following "Winners Form" be filled out? WINNERS!!! Grand Prize: First Prize: Second Prize: Third Prize: Fourth Prize: Fifth Prize: Booby Prize:
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