Chris Suit is administrator for Lowell Hospital. She is trying to determine whether to build a large wing on the existing hospital, a small wing, or no wing at all. If the population of Lowell continues to grow, a large wing could return $$150,000$ to the hospital each year. If a small wing were built, it will return $$60,000$ to the hospital each year if the population continues to grow. If the population of Lowell remains the same, the hospital would encounter a loss of $$27,000$ with a large wing and a loss of $$9,700$ with a small wing.$$There is a $\mathrm{.}45$ chance of no population growth. The capital expenditure for the Large Wing is $$75,000,$ for the Small Wing $$29,000.$

d$.$ What choice, based on EMV, should Chris make? $[$Blank$4]$