assume thirty percent of the students applying to MIT are accepted. Using binomial
probability tables, what is the probability that among 12 applicants exactly 4 will be accepted .
Using binomial probability tables, what is the probability that among 12 applicants at least 8
will be accepted .
Solution
given p=30/100=.3
n=12
a)
P(accepted=4)=.231
b) P(accepted>=8)= P(accepted=8)+ P(accepted=9)+ P(accepted=10)+ P(accepted=11)+
P(accepted=12)=.008+.001+0.000+0.000+0.000=0.009
i am following the table at
http://academic.regis.edu/jwise/Table%20%204%20%20AND%205.pdf (page 3).
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assume thirty percent of the students applying to MIT are accepted. .pdf
1. assume thirty percent of the students applying to MIT are accepted. Using binomial
probability tables, what is the probability that among 12 applicants exactly 4 will be accepted .
Using binomial probability tables, what is the probability that among 12 applicants at least 8
will be accepted .
Solution
given p=30/100=.3
n=12
a)
P(accepted=4)=.231
b) P(accepted>=8)= P(accepted=8)+ P(accepted=9)+ P(accepted=10)+ P(accepted=11)+
P(accepted=12)=.008+.001+0.000+0.000+0.000=0.009
i am following the table at
http://academic.regis.edu/jwise/Table%20%204%20%20AND%205.pdf (page 3)
