The probability of a student sleeping in is 0.2. When they sleep in, the probability that they are late to class is 0.4, but when they don't sleep in the probability that they are late to class is 0.1. The student arrives late to class, what is the probability that they slept in. Answer:

A First Course in Probability (10th Edition)
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Chapter1: Combinatorial Analysis
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The probability of a student sleeping in is 0.2. When they sleep in, the probability that they are late to class is
0.4, but when they don't sleep in the probability that they are late to class is 0.1.
The student arrives late to class, what is the probability that they slept in.
Answer:
Transcribed Image Text:The probability of a student sleeping in is 0.2. When they sleep in, the probability that they are late to class is 0.4, but when they don't sleep in the probability that they are late to class is 0.1. The student arrives late to class, what is the probability that they slept in. Answer:
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