A faculty member meets two students in Paris, one of whom arrives by train from Amsterdam and the other from Brussels at approximately the same time. The probability that the train from Amsterdam will arrive on time is 0.93. The probability that the train from Brussels will arrive on time is 0.89, and the probability that both trains will arrive on time is 0.87. What is the probability that at least one train will arrive on time?

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A faculty member meets two students in Paris, one of whom arrives by train from Amsterdam
and the other from Brussels at approximately the same time. The probability that the train from
Amsterdam will arrive on time is 0.93. The probability that the train from Brussels will arrive on
time is 0.89, and the probability that both trains will arrive on time is 0.87.
What is the probability that at least one train will arrive on time?
Transcribed Image Text:Q7 A faculty member meets two students in Paris, one of whom arrives by train from Amsterdam and the other from Brussels at approximately the same time. The probability that the train from Amsterdam will arrive on time is 0.93. The probability that the train from Brussels will arrive on time is 0.89, and the probability that both trains will arrive on time is 0.87. What is the probability that at least one train will arrive on time?
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