You can take a final exam k times. The probability that you pass the exam is...
You can take a final exam k times. The probability that you pass the exam is 2/3 at each attempt. Considering that you take the exam k times, what is the expected number of exams you take considering that you pass the exam.
What is the right approach to solving this problem? I had this on an exam recently and I couldn't figure it out. Any help would be appreciated
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You can take a final exam k times. The probability that you pass
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Part (V) to (Vii) A large number of people worldwide take the GMAT exam each year...
Part (V) to (Vii)
A large number of people worldwide take the GMAT exam each year as they apply for MBA programs. Administrators of the test suggest that from past experience the distribution of GMAT exam scores is closely approximated by a normal distribution with mean 1F525 and standard deviation ơ-100 (i)Assuming the population distribution of GMAT exam scores is normal, what is the probability that a person randomly drawn from those taking the test would have a test score...
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