Judy applied to ten colleges. Each college can either accept (A) or reject (R) her application. Define X as the number of colleges Judy is accepted into. Assume that the number of colleges she is accepted into is distributed binomial. The probability of acceptance at a college is .40 and is the same at all ten colleges. Judy thinks that because the probability of getting into each college is .40, she has a .40 probability of getting into 4 out of ten colleges. What is the actual probability that Judy is accepted into 4 colleges? Round to two decimal places.
Judy applied to ten colleges. Each college can either accept (A) or reject (R) her application. Define X as the number of colleges Judy is accepted into. Assume that the number of colleges she is accepted into is distributed binomial. The
Judy thinks that because the probability of getting into each college is .40, she has a .40 probability of getting into 4 out of ten colleges. What is the actual probability that Judy is accepted into 4 colleges? Round to two decimal places.
Suppose be the number of colleges Judy is accepted into.
Assume that the number of colleges she is accepted into is distributed binomial.
The probability of acceptance at a college is i.e. .
and is the same at all ten colleges.
The number of selected colleges are .
i.e.
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