In Problem 3, Professor Nightsoil's utility function is U_N(B_N, P_N) and Dean Interface's utility function is U_I(B_I, P_I) . If Nightsoil's initial endowment is 7 bromides and 5 platitudes and if Interface's initial endowment is 8 bromides and 10 platitudes, then at any Pareto efficient allocation where both persons consume positive amounts of both goods, A) Interface consumes 1 bromide. B) Interface consumes 3 platitudes. C) Nightsoil consumes the same ratio of bromides to platitudes as Interface. D) Interface consumes 7.50 bromides. E) Interface consumes 2 platitudes.

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The Answer of In Problem 3, Professor Nightsoil's utility function is U_N(B_N, P_N) and Dean Interface's utility function is U_I(B_I, P_I) . If Nightsoil's initial endowment is 7 bromides and 5 platitudes and if Interface's initial endowment is 8 bromides and 10 platitudes, then at any Pareto efficient allocation where both persons consume positive amounts of both goods, A) Interface consumes 1 bromide. B) Interface consumes 3 platitudes. C) Nightsoil consumes the same ratio of bromides to platitudes as Interface. D) Interface consumes 7.50 bromides. E) Interface consumes 2 platitudes.

In Problem 3, Professor Nightsoil's Utility Function Is UN(BN, PN)

In Problem 3, Professor Nightsoil's Utility Function Is U_N(B_N, P_N)