Suppose you're working for an airport, and they hire you to estimate various statistics related to the weather's impact on flight arrival time. You are given the following probabilities:
- P(late, no rain) = 2/20
- P(late, rain) = 3/20
- P(on time, no rain) = 14/20
- P(on time, rain) = 1/20
Given the above, determine the probability a flight will be late if it rains.
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