Question: A and B agree to meet at a certain place between 1 PM and 2 PM. Suppose they arrive at the meeting place independently and

A and B agree to meet at a certain place between 1 PM and 2 PM. Suppose they arrive at the meeting place independently and randomly during the hour. Find the distribution of the length of time that A waits for B. (If B arrives before A, define A's waiting time as 0.)

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