A professor tells his students that there will be 16 review problems for the final exam and that the exam will consist of 5 of these questions, verbatim. Now suppose that a student decides to prepare for the exam by selecting 5 questions from the review set at random, and mastering these problems. Assuming that this student is completely unprepared for the 11 questions they ignored, (a) Compute the probability that the student gets a 60% on the exam. That is, the exam consists of 3 questions the student prepared for and 2 questions the student did not prepare for. (b) Compute the probability that the student earns a 40% or better on the exam. (c) Compute the probability that the student gets a 100% on the exam.

MATLAB: An Introduction with Applications
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ISBN:9781119256830
Author:Amos Gilat
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Chapter1: Starting With Matlab
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A professor tells his students that there will be 16 review problems for the final exam and that the exam
will consist of 5 of these questions, verbatim. Now suppose that a student decides to prepare for the exam
by selecting 5 questions from the review set at random, and mastering these problems. Assuming that this
student is completely unprepared for the 11 questions they ignored,
(a) Compute the probability that the student gets a 60% on the exam. That is, the exam consists of 3
questions the student prepared for and 2 questions the student did not prepare for.
(b) Compute the probability that the student earns a 40% or better on the exam.
(c) Compute the probability that the student gets a 100% on the exam.
Transcribed Image Text:A professor tells his students that there will be 16 review problems for the final exam and that the exam will consist of 5 of these questions, verbatim. Now suppose that a student decides to prepare for the exam by selecting 5 questions from the review set at random, and mastering these problems. Assuming that this student is completely unprepared for the 11 questions they ignored, (a) Compute the probability that the student gets a 60% on the exam. That is, the exam consists of 3 questions the student prepared for and 2 questions the student did not prepare for. (b) Compute the probability that the student earns a 40% or better on the exam. (c) Compute the probability that the student gets a 100% on the exam.
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