Suppose Dante only golfs when he has cigars. Specifically, Dante likes to smoke 3 cigars (C) over 2 rounds of golf (G). His preferences are given by the following utility function: U(G, C) = min(3G, 2C) If Dante has a budget of $240 the price of 1 round of golf is PG = $45, and the price of a cigar is Pc = $10, what will be his optimal bundle? ○ (G*, C*) = (6, 9) ○ (G*, C*) = (2, 3) ○ (G*, C*) = (4, 6) 2 ○ (G*, C*) = (², 1)
Suppose Dante only golfs when he has cigars. Specifically, Dante likes to smoke 3 cigars (C) over 2 rounds of golf (G). His preferences are given by the following utility function: U(G, C) = min(3G, 2C) If Dante has a budget of $240 the price of 1 round of golf is PG = $45, and the price of a cigar is Pc = $10, what will be his optimal bundle? ○ (G*, C*) = (6, 9) ○ (G*, C*) = (2, 3) ○ (G*, C*) = (4, 6) 2 ○ (G*, C*) = (², 1)
Chapter1: Making Economics Decisions
Section: Chapter Questions
Problem 1QTC
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