一个完全竞争厂商在短期内运作,劳动是唯一的可变要素,其生产函数为: x=-L3+8L2+140L 其中x是
A.提高工资率 B.增加雇佣的劳动量 C.降低工资率 D.减少雇佣的劳动量
下表显示了一个以常数边际成本10美元生产的垄断者面临的需求曲线。
(1)计算该厂商的边际收益曲线。
(2)该厂商的利润最大化产量和价格是多少?该厂商的利润为多少?
(3)在一竞争性行业中均衡价格和数量各为多少?
(4)如果该垄断者被迫以完全竞争的均衡价格生产,社会得益是什么?结果是谁获益谁受损?
The following table shows the demand curve facing a monopolist who produces at a constant marginal cost of $ 10.
a. Calculate the firm' s marginal revenue curve.
b. What are the firm's profit - maximizing output and price? What is its profit?
c. What would the equilibrium price and quantity be in a competitive industry?
d. What would the social gain be if this monopolist were forced to produce and price at the competitive equilibrium? Who would gain and lose as a result?
A.降低工资会失去更多的工人,而培训新工人需要花费成本
B.相信劳动供给曲线是完全富于弹性的
C.受最低工资法的限制而不能这样做
D.已经签订了固定工资的工会合同
A.短期内厂商生产一单位产品所消耗的可变成本
B.短期内厂商生产一单位产品所消耗的固定成本
C.厂商在短期内支付的可变生产要素的费用
D.包括购买原材料的支出及普通工人的工资等