d) A professor uses two proofreaders Ali and Hana to check a certain manuscript. Ali misses 13% of typographical errors and Hana misses 9%. Assume that the proofreaders work independently. i. What is the probability that a randomly chosen typographical eror will be missed by both proofreaders? i. If the manuscript contains 2000 typographical errors, what number can be expected to be missed?

A First Course in Probability (10th Edition)
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Chapter1: Combinatorial Analysis
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d) A professor uses two proofreaders Ali and Hana to check a certain manuscript. Ali
misses 13% of typographical errors and Hana misses 9%. Assume that the proofreaders
work independently.
i.
What is the probability that a randomly chosen typographical error will be
missed by both proofreaders?
If the manuscript contains 2000 typographical errors, what number can be
ii.
expected to be missed?
Transcribed Image Text:d) A professor uses two proofreaders Ali and Hana to check a certain manuscript. Ali misses 13% of typographical errors and Hana misses 9%. Assume that the proofreaders work independently. i. What is the probability that a randomly chosen typographical error will be missed by both proofreaders? If the manuscript contains 2000 typographical errors, what number can be ii. expected to be missed?
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