Question: Professor Wynn Bagg carefully manages his class time using his atomic clock. Each early morning session is chock-full of information -- so much so that he will release his class anywhere from 8:44 (one minute early) to 8:50 (five minutes late). If we assume a continuous uniform distribution, answer the following questions:

1. Construct a uniform distribution for the dismissal times of the professor‘s class. Be sure to include a graph, properly labeled and neatly drawn to scale. (5 points)
2. What is the probability the professor dismisses his class early? (2 points)
3. What is the probability the professor dismisses his class exactly (Le. 8:45:00) on time? (2 points)
4. What is the probability the professor dismisses his class late? (2 points)
5. What is the probability the professor dismisses his class between 8:44:30 to 8:48:15? (2 points) e Hint: Use a fraction to calculate parts of a minute instead of a decimal.

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