Quantitative Question A university is hosting a music festival and will sell tickets online. They know that all people who make ticket purchases will buy at least 2 tickets. Their online system allows people to purchase up to 12 tickets. A person is equally likely to buy any number of tickets from that range. e. what is the probability that the sum of the next two people's purchases will be 10? (Hint: as in the example from the hybrid portion of class, you will need to consider all possible combinations) (input your answer in % form without the % sign, for example if you get.123 or 12.3%, input 12.3)

College Algebra
7th Edition
ISBN:9781305115545
Author:James Stewart, Lothar Redlin, Saleem Watson
Publisher:James Stewart, Lothar Redlin, Saleem Watson
Chapter9: Counting And Probability
Section9.2: Probability
Problem 48E: Quality Control To control the quality of their product, the Bright-Light Company inspects three...
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Quantitative Question
A university is hosting a music festival and will sell tickets online.
They know that all people who make ticket purchases will buy at
least 2 tickets. Their online system allows people to purchase up to
12 tickets. A person is equally likely to buy any number of tickets
from that range.
e. what is the probability that the sum of the next two people's
purchases will be 10?
(Hint: as in the example from the hybrid portion of class, you will
need to consider all possible combinations)
(input your answer in % form without the % sign, for example if you
get.123 or 12.3%, input 12.3)
Transcribed Image Text:Quantitative Question A university is hosting a music festival and will sell tickets online. They know that all people who make ticket purchases will buy at least 2 tickets. Their online system allows people to purchase up to 12 tickets. A person is equally likely to buy any number of tickets from that range. e. what is the probability that the sum of the next two people's purchases will be 10? (Hint: as in the example from the hybrid portion of class, you will need to consider all possible combinations) (input your answer in % form without the % sign, for example if you get.123 or 12.3%, input 12.3)
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