A survey of eating habits showed that approximately 5% of people in a certain city are vegans. Vegans do not eat meat, poultry, fish, seafood, eggs, or milk. A restaurant in the city expects 350 people on opening night, and the chef is deciding on the menu. Treat the patrons as a simple random sample from the city and the surrounding area, which has a population of about 600,000. If 18 vegan meals are available, what is the approximate probability that there will not be enough vegan meals—that is, the probability that 19 or more vegans will come to the restaurant? Assume the vegans are independent and there are no families of vegans.
A survey of eating habits showed that approximately 5% of people in a certain city are vegans. Vegans do not eat meat, poultry, fish, seafood, eggs, or milk. A restaurant in the city expects 350 people on opening night, and the chef is deciding on the menu. Treat the patrons as a simple random sample from the city and the surrounding area, which has a population of about 600,000. If 18 vegan meals are available, what is the approximate probability that there will not be enough vegan meals—that is, the probability that 19 or more vegans will come to the restaurant? Assume the vegans are independent and there are no families of vegans.
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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A survey of eating habits showed that approximately
5%
of people in a certain city are vegans. Vegans do not eat meat, poultry, fish, seafood, eggs, or milk. A restaurant in the city expects
350
people on opening night, and the chef is deciding on the menu. Treat the patrons as a simple random sample from the city and the surrounding area, which has a population of about 600,000. If
18
vegan meals are available, what is the approximate
meals—that
is, the probability that
19
or more vegans will come to the restaurant? Assume the vegans are independent and there are no families of vegans.
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