2022经济学考研:微观经济学考点之市场结构比较
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▶市场结构比较
简单划分,市场可分为完全竞争市场和不完全竞争市场(不完全竞争市场具体可分为垄断市场、垄断竞争市场和寡头市场),各高校特别喜欢在这个知识点上出考题。
在出题套路和作答上,大家留意下,把完全竞争市场作为参照物,得出不完全竞争市场是低效率的,具体体现为价格高、产量低。判断市场是否有效率,关键看两点:
第一,长期均衡时,价格是否等于边际成本。完全竞争市场满足这个条件,而不完全竞争市场价格大于边际成本。
第二,长期均衡时,价格是否为长期平均成本最低点。完全竞争市场满足这个条件,而不完全竞争市场价格为长期平均成本最低点左边的点,即价格大于长期平均成本最低点。
▶[代表性考题及解答]结合图形讨论并比较一下完全竞争市场、古诺双寡头市场、独 家垄断市场各自在均衡条件下的产量情况。
答:(1)完全竞争市场在均衡条件下的产量情况
在长期中,所有生产要素投入量是可变的,完全竞争厂商通过对全部生产要素投入量的调整来实现利润最大化。
在完全竞争市场价格给定的条件下,厂商在长期生产中对全部生产要素的调整可以表现为两个方面,一是对最优的生产规模的选择,二是对进入或退出一个行业的决策。在长期中,厂商达到长期均衡:,利润为0。长期均衡使得价格等于最低长期平均成本。如图1-1(a)所示。
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" alt="\"/> 图1-1(a)完全竞争市场在均衡条件下的产量情况
可以看出,当完全竞争市场达到长期均衡时,该厂商不仅在长期平均成本最低点生产,而且在短期也是在平均成本最低点生产。这说明,在完全竞争情况下的生产规模和产量都是适度的,短期平均成本也是最小的。厂商在这种状态下从事生产活动,垄断利润为零,因而社会资源能够得到最佳配置和获得最充分的利用。另外,由于完全竞争的作用,可以使均衡价格降低到最低点,从而消费者也可以从中获得福利,所以完全竞争市场模型被认为是一种理想的经济模型。
(2)古诺双寡头市场在均衡条件下的产量情况
在寡头市场上,厂商的需求曲线不太确定,没有统一的寡头厂商均衡模型。一般认为,寡头市场是与垄断市场比较接似的市场组织。在长期均衡时,寡头厂商的产品的均衡价格比较高,产品的均衡产量比较低。
(3)独 家垄断市场在均衡条件下的产量情况
垄断厂商为了获得最大的利润,也必须遵循的原则。如图1-1(b)所示,与的交点所对应的产量即为均衡条件下的产量。在垄断厂商利润最大化下,垄断厂商的产量低于竞争性市场情况下的产量,因此是帕累托低效率的。
图1-1(b)独 家垄断市场在均衡条件下的产量情况
以上是新东方在线考研为大家准备整理的“2022经济学考研:微观经济学考点之市场结构比较”的相关内容。