The chance of rain on a given day in Seattle is 70%. If it rains, the chance that a food truck will incur a loss on that day is 80%. If it does not rain, then the chance of loss is 10%. On a randomly chosen day if the food truck has not incurred a loss, what is the probability that it had not rained that day? (round to 4 decimal places) Hint: A tree diagram may be helpful.
The chance of rain on a given day in Seattle is 70%. If it rains, the chance that a food truck will incur a loss on that day is 80%. If it does not rain, then the chance of loss is 10%. On a randomly chosen day if the food truck has not incurred a loss, what is the probability that it had not rained that day? (round to 4 decimal places) Hint: A tree diagram may be helpful.
MATLAB: An Introduction with Applications
6th Edition
ISBN:9781119256830
Author:Amos Gilat
Publisher:Amos Gilat
Chapter1: Starting With Matlab
Section: Chapter Questions
Problem 1P
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100%
The chance of rain on a given day in Seattle is 70%. If it rains, the chance that
a food truck will incur a loss on that day is 80%. If it does not rain, then the chance of
loss is 10%. On a randomly chosen day if the food truck has not incurred a loss, what is
theprobability that it had not rained that day? (round to 4 decimal places)
Hint: A tree diagram may be helpful.
a food truck will incur a loss on that day is 80%. If it does not rain, then the chance of
loss is 10%. On a randomly chosen day if the food truck has not incurred a loss, what is
the
Hint: A tree diagram may be helpful.
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