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Mino is going to his grandmother's house. Supposedly, he will leave the house between 13.00 and 13.30 am. The ride to her grandmother's house will
Mino is going to his grandmother's house. Supposedly, he will leave the house between 13.00 and 13.30 am. The ride to her grandmother's house will take about 40 to 50 minutes. Let X be the time of his departure and Y be the length of the trip. Assume that the two variables above are mutually independent and uniformly distributed. Determine the probability that Mino will arrive before 14:00 am.
The answer is 0.5. Please explain why the answer is 0.5?
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