Question: A person's monthly bill G has an approximate normal distribution with a variance of 2500 and a mean which is a function of several variables:

A person's monthly bill G has an approximate normal distribution with a variance of 2500 and a mean which is a function of several variables: M, the number of meals for which she will have guests, B, an index for how busy she is as work, and H, a variable which takes on 1 for the "holiday" months of November, December, and January, and 0 otherwise. Assume M P(8), B U[0, 1], and = 300+10M100B+50H. How is G distributed for a November where M = 10 and B = .5

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