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same parameters and utilities as you did for the previous short about Arthur and Boudica . Boudica - because of her legend as erful warrior-queen

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same parameters and utilities as you did for the previous short about Arthur and Boudica . Boudica - because of her legend as erful warrior-queen - has take-it-or-leave-it power with respect to (who, although also legendary, made the fatal error of leaving his stuck in a stone) True or False & Explain Boudica will offer (in numbers ) 7 archers in exchange for 15 knights leaving Arthur with a xchange Pareto-efficient allocation of 27 Archers and 45 knights. and Bradyn are twohomo economicus engaged in exchange over lakes (x) and peanut butter cups (y). Their utility functions are given following : Aanchal : Bradyn: XP YR has an in of 5 peanut butter cups and 13 sour Bradyn has an initial endowment of 10 peanut butter cups and 7 orms at is Aanchal's marginal rate of substitution of peanut butter cups for worms mrs)? What is Bradyn's marginal rate of substitution of nut butter cups for sour wormsmrs)? g their marginal rates of substitution , find the equation for the eto-efficient curve at is Aanchal's utility at her initial endowment(x, ye ) ? Is her origi - allocation Pareto efficient? at is Bradyn's utility at her original allocation (x , y. ) ? Is her original cation Pareto efficient? oh the Edgeworth box depicting the exchange between Aanchal and dyn . Show their initial allocations , their initial indifference curves Pareto-efficient curve, the Pareto improving lens, and each player's at preferred allocation . Briefly (one or two sentences ) explain your ph. tead of her previous utility function, assume that Bradyn's utility ction is given by the following: V (u (xA, YA ) , U(XB, VB) ) = x plain how this function is different to Bradyn's utility function when was a homo economicus . Explain further how it captures the idea Itruism and why we would call Bradyn aomo generosus at is Bradyn's marginal rate of substitution of peanut butter cups' *) sour snakes *B)

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