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课程名称︰个体经济学二 课程性质︰必修 课程教师︰古慧雯 开课学院:社会科学院 开课系所︰经济系 考试日期(年月日)︰99.05.31 考试时限(分钟):13:20-14:20(後延至14:35) (60+15min) 是否需发放奖励金:是 (如未明确表示,则不予发放) 试题 : 15 points in total. You have to state your reasoning clearly. No points will be given to an unexplained answer. 1. A and B are roommates. A loves music and his utility function is: UA = mbA , where m is the number of different music disks he could play in the room (via a loud speaker), and bA is the amount of bread that he could consume. B hates music and his utility function is: UB = bB-m , where bB is the amount of bread that B consumes. A and B have $12 each to purchase music disks and bread. The price of a music disk is $2 and the price of a loaf of bread is $1. (a) Suppose A has the right to play as many disks as he likes in the room. i. (1 pts) How many disks will A purchase if he and B can make no negotiation? ii. (2 pts) Now consider that A and B could negotiate. For instance, B could give A some money and ask A to return some disk to the shop for a full refund. In this case, how many disks will A decide to keep? (b) (2 pts) What happen if A has no right to bombard B with music? B's utility level is 12 if he completely bans A playing music. Suppose A and B could negotiate and for every new disk A plays, A has to compensate B so that after receiving A's payment, B's utility level remains 12. (B's utility function is publicly known.) In this case, how many disks will A purchase and play? 2. Reconsider the previous problem: everything stays the same expect that B loves music, and B's utility function is: UB = bB+m In this case, music disks become public goods in the room. (a) (1 pts) Suppose A and B consider how many disks to purchase independently without discussion. In a Nash equilibrium, how many disks will A purchase? (b) (2 pts) Now suppose they could discuss how many disks to purchase, and the result of their discussion is Pareto effecient. Let m* denote the total number of disks they will purchase, and bA* the amount of bread that A will consume. Please compare m* and bA*. 3. (3 pts) A monopolist has the following production function: _ y = √x The market demend for his product is: y = 100 - py He is a price taker in the factor market of x. What is his demend for x? (The answer should be a function of the price of x, px.) 4. A fair coin will be flipped: half of the time its head will turn up and half of the time its tail will turn up. A has a chance to gamble on the head. If A bets $m, when the head comes up, A will get his $m back and in addition to that A will receive $1.1m. On the other hand, when the tail comes up, A loses $m. A has $100 in the pocket now. Put A's wealth in the state that a head (tail) turns up on the horizontal (vertical) axis. (a) (1 pts) What is the slope of A's budget line? (b) (1 pts) If A is risk neutral, will A he bet any money? (c) (2 pts) If A is risk averse, will A he bet any money? (编注:暗字为下标) --



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