Suppose you throw 3 balls and each ball is equally likely to land in one of...
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Suppose you throw 3 balls and each ball is equally likely to land in one of 10 buckets. For each i, let T₁ be 1 if the i-th bucket ends up being empty and T₁-0 otherwise. What's the value of E[T1 T2]? Question-2 Suppose a patient's temperature is 98 degrees. Every time their temperature is taken, the reading is <97 degrees with probability 1/3 and is >99 degrees with probability 1/3. Suppose their temperature is taken three times. What's the probability the median of these three readings is 297 and ≤99 degrees? Give your answer to two decimal places. Suppose you throw 3 balls and each ball is equally likely to land in one of 10 buckets. For each i, let T₁ be 1 if the i-th bucket ends up being empty and T₁-0 otherwise. What's the value of E[T1 T2]? Question-2 Suppose a patient's temperature is 98 degrees. Every time their temperature is taken, the reading is <97 degrees with probability 1/3 and is >99 degrees with probability 1/3. Suppose their temperature is taken three times. What's the probability the median of these three readings is 297 and ≤99 degrees? Give your answer to two decimal places.
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QUESTION 1 1 ETT TTPT T T0T0 Obviously only when both T and T2 are 1 there is a nonzero value Now if ... View the full answer
Related Book For
Introduction to Algorithms
ISBN: 978-0262033848
3rd edition
Authors: Thomas H. Cormen, Charles E. Leiserson, Ronald L. Rivest
Posted Date:
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