College admissions: A small college has enough space to enroll 310 new students
ID: 3151892 • Letter: C
Question
College admissions: A small college has enough space to enroll 310 new students in its Incoming freshman class. From past experience, the admissions office knows that 66% of students who are accepted actually enroll. If the admissions office accepts 450 students, what b the probability that there will be enough space for all the students who enroll? Use the T1-84 calculator as needed. Round the answer to four decimal places. The probability that there will be enough space for all the students who-enroll isExplanation / Answer
Binomial distribution used
P(X=x) = (nCx) px (1-p)n-x
P( x 310) = 0.9112
Binomial Probabilities Table
X
P(X)
P(<=X)
P(<X)
P(>X)
P(>=X)
310
0.0174
0.9112
0.8938
0.0888
0.1062
Binomial Probabilities Table
X
P(X)
P(<=X)
P(<X)
P(>X)
P(>=X)
310
0.0174
0.9112
0.8938
0.0888
0.1062