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Cleatus receives utility for consuming pretzels (P) and other goods (G). a. Describe his preferences between bundles 4 = (16, 4). B = (9.9)

 

Cleatus receives utility for consuming pretzels (P) and other goods (G). a. Describe his preferences between bundles 4 = (16, 4). B = (9.9) and C = (0, 100) if his utility function is u(P,G) = PG b. Without calculating it explicitly, how will his preferences change if his utility function changes to v(P.G)=PG? Briefly explain. c. Without calculating it explicitly, how will his preferences change if his utility function changes to w(P.G)=PG +10? Briefly explain. Lottery X X = (4.: C.) and Lottery ) Y = B. d. Describe his preferences between lotteries X and Y if his utility function is u(P, G). e. Describe his preferences between lotteries X and Y if his utility function is v(P, G). f. Describe his preferences between lotteries X and Y if his utility function is w(P. G). g. Comment on the results from (d), (e) and (f).

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Cleatus Preferences a Utility Function uPG PG In this scenario Cleatus gets utility from the product of pretzels P and other goods G Heres how he ranks the bundles C 0100 Though C offers the most othe... blur-text-image

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