State Central Limit Theorem. Suppose you are in charge of students ticket sales for a major college football team. From past experience you know that the number of tickets purchased by a student standing in line at the ticket window has a distribution with mean of 2.1 and standard deviation of 2. For today game there are 100 students standing in line to purchase tickets. If a total of 220 tickets remain, what is the probability that all 100 students will be able to purchase the ticket?
State Central Limit Theorem. Suppose you are in charge of students ticket sales for a major college football team. From past experience you know that the number of tickets purchased by a student standing in line at the ticket window has a distribution with mean of 2.1 and standard deviation of 2. For today game there are 100 students standing in line to purchase tickets. If a total of 220 tickets remain, what is the probability that all 100 students will be able to purchase the ticket?
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Can I have a detailed, step-by-step explanation for the following question(Except the part that asks to mention the Central Limit Theorem)?
Thank you very much!

Transcribed Image Text:State Central Limit Theorem.
Suppose you are in charge of students ticket sales for a major college football team. From
past experience you know that the number of tickets purchased by a student standing in
line at the ticket window has a distribution with mean of 2.1 and standard deviation of 2.
For today game there are 100 students standing in line to purchase tickets. If a total of
220 tickets remain, what is the probability that all 100 students will be able to purchase
the ticket?
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