Bea Voh is UT football fan with current discretionary wealth of W=250. Bea has the opportunity to make a $150 even-money bet on a UT victory over OU in this year's edition of the "Red River Rivalry". (An even-money bet means that Bea will gain \$150 in the event of a UT victory but will lose $150 in the event of a UT loss. This is the only betting opportunity available to Bea.) Bea's utility function over certain levels of wealth is u(W)=W 1/2 . Finally, Bea believes that the probability of a UT victory over OU is (which implies that she believes that the probability of a UT loss to OU is 1 ), where 0<<1. At which value of would Bea be exactly indifferent between making the bet and not making the bet