Question: Let X be the exact arrival time of the first customer if we know that exactly one customer arrived between 8:03 and 8:12 AM. For

Let X be the exact arrival time of the first customer if we know that exactly one customer arrived between 8:03 and 8:12 AM.
For this exercise state which continuous or discrete distribution would be most appropriate and why you think so. The choices are:

Hypergeometric Exponential Bernoulli Binomial Geometric Poisson Discrete Uniform Gamma Beta Negative Binomial Continuous Uniform Normal

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