The Commission on Higher Education reported that 47% of college freshmen earn a degree and graduate within 5 years. Assume that the graduation records show that women make up 50% of the students who graduated within 5 years, but only 45% of the students who did not graduate within 5 years. The students who had not graduated within 5 years either dropped out or were still working on their degrees. a. Let A/= the student graduated within 5 years A₂ = the student did not graduate within 5 years W = the student is a female student Using the given information, what are the values for P(A1), P(A2), P(W | A₁) and P(W I A2)? P(A₁)= P(WA)=. P(A₂)= P(W | A₂)= b. What is the probability that a female student will graduate within 5 years? Events P(W/A₁) P(A₁/W) A₂ P(A₁) P(A/W) P(W) = c. What is the probability that a male student will graduate within 5 years?
The Commission on Higher Education reported that 47% of college freshmen earn a degree and graduate within 5 years. Assume that the graduation records show that women make up 50% of the students who graduated within 5 years, but only 45% of the students who did not graduate within 5 years. The students who had not graduated within 5 years either dropped out or were still working on their degrees. a. Let A/= the student graduated within 5 years A₂ = the student did not graduate within 5 years W = the student is a female student Using the given information, what are the values for P(A1), P(A2), P(W | A₁) and P(W I A2)? P(A₁)= P(WA)=. P(A₂)= P(W | A₂)= b. What is the probability that a female student will graduate within 5 years? Events P(W/A₁) P(A₁/W) A₂ P(A₁) P(A/W) P(W) = c. What is the probability that a male student will graduate within 5 years?
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
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