Question: Suppose voting for the student representative on a schools Board of Trustees has closed but the votes have not been counted. Simon Pegg (a candidate)

Suppose voting for the student representative on a schools Board of Trustees has closed but the votes have not been counted. Simon Pegg (a candidate) thinks about how many votes he thinks he will get. He thinks the most likely value is around 550, but he could get as many as 900 or as few as 200. Which sort of distribution (Poisson, Binomial, Geometric, Uniform, Triangular, and Normal) would you use to model this problem? Explain your answer in a few short sentences.

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