http://data:image/png;base64,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
一、 简答题（9题*10分）
1、融资结构对一国货币总量的影响。
2、货币供应量的变化对一国利率水平的影响。
3、银行的资产负债表危机是如何引发货币危机的。
4、简述泰勒规则，幵简要评价。
5、为什么不同行业的资本结构差异较大。
6、计算：画出SML模型，幵利用CAPM公式解答一个计算题。
7、计算：利用了债券的现值公式。
8、计算：MM定理的应用以及WACC法计算资本成本。
9、暂时忘记了。。。是一道简答题。
二、论述题（2题*30分）
1、有一幅图表，表中有关于从2012年12月到2013年六月我国的M1、M2、GDP、CPI、PPI等数值，幵对图表中的金融数据与经济数据的不一致现象作出解释。
2、介绍了一个自来水公司，里面有5个小问，第一问是问公司如果既不采取增股也不愿意加入新股东，也不愿意增加负债，那么公司可以有什么办法筹措资金用于公司的扩张。第二问是公司如果采取了增加负债的方式，对公司的价值会有什么影响。第三问是公司如果采取了增股的方式，那么对公司的股价会有什么变化。第四五问记不清楚了，也是关于公司的融资决策方面的问题。
原帖链接：http://bbs.kaoyan.com/t5146946p1

数字30和50哪个大？

考研论坛提示：
1、请勿发布个人联系方式或询问他人联系方式，包括QQ和手机等。
2、未经允许不得发布任何资料出售、招生中介等广告信息。
3、如果发布了涉及以上内容的话题或跟帖，您在考研网的注册账户可能被禁用。