John has two bottles of wine and two liters of cola. his friend Bill has one bottle of wine and 2 l of cola. information about their preferences and rankings are given below in the form of utility (happiness measured in "utils") data: A) Yes because he would lose 15 utils of total utility from wine but then have total utility of 15 units from having three colas B) no he would lose 15 utils from wine and only gain three utils from the extra cola C) Yes since he has two colas and only one wine he obviously prefers cola to wine D) no because his total utility from cola and wine would decrease from 27 utils to 12 utils

John's Utility (Happiness) Function Wine Cola Wine and Cola Bottles Total Marginal Liters of Total Marginal Total Utility of Wine Utility of Utility of Cola Utility of Utility of from John's Wine Wine Cola Cola Starting Stash of Wine and Cola 0 TU of 2 Wine 20 1 30 and 2 Cola = 38 25 W N 3 53 20 15 63 Bill's Utility ( Happiness) Function Wine Cola Wine and Cola Bottles Total Marginal | Liters of Total Marginal Total Utility of Wine Utility of Utility of Cola Utility of Utility of from Bill's Wine Wine Cola Cola Starting Stash of Wine and Cola 0 TU of 1 Wine 15 and 2 Cola= 4 Would it be rational for Bill to trade his battle of wine for a liter of John's cola? If so. why? If not, why not