Q4 The winners of a provincial scholarship, as a condition of the scholarship, had to attend one of three provincial universities. Of those students on the scholarship, 40% attended Concordia, 40% attended McGill, and 20% attended Bishop’s. The probability that a scholarship student attending Concordia subsequently becoming rich is 0.4, attending McGill is 0.35, and attending Bishop’s is 0.2. If you meet one of these former scholarship students and learn they are rich, what is the probability that they attended Concordia?
Q4 The winners of a provincial scholarship, as a condition of the scholarship, had to attend one of three provincial universities. Of those students on the scholarship, 40% attended Concordia, 40% attended McGill, and 20% attended Bishop’s. The probability that a scholarship student attending Concordia subsequently becoming rich is 0.4, attending McGill is 0.35, and attending Bishop’s is 0.2. If you meet one of these former scholarship students and learn they are rich, what is the probability that they attended Concordia?
Holt Mcdougal Larson Pre-algebra: Student Edition 2012
1st Edition
ISBN:9780547587776
Author:HOLT MCDOUGAL
Publisher:HOLT MCDOUGAL
Chapter11: Data Analysis And Probability
Section11.8: Probabilities Of Disjoint And Overlapping Events
Problem 2C
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Q4 The winners of a provincial scholarship, as a condition of the scholarship, had to attend one
of three provincial universities. Of those students on the scholarship, 40% attended Concordia,
40% attended McGill, and 20% attended Bishop’s. The probability that a scholarship student
attending Concordia subsequently becoming rich is 0.4, attending McGill is 0.35, and attending
Bishop’s is 0.2. If you meet one of these former scholarship students and learn they are rich,
what is the probability that they attended Concordia?
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