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Yang · 2020年02月03日

问一道题:NO.PZ2018103102000152

问题如下:

A Canadian company in the consumer staples sector with a required rate of return of 7.35%. Recent media reports suggest that ABC might be a takeover candidate. Peters and her team estimate that if a new government takes office in Canada, then the ABC will likely grow by 3.5% indefinitely.

If Peters and her team use the Gordon growth model and assume that Company ABC stock is fairly valued, then which of the following would most likely be true? 


选项:

A.

The total return of ABC stock will be 10.85%. 

B.

The dividend yield of ABC stock will be 3.85% 

C.

The stock price of ABC will grow at 7.35% annually 

解释:

In the Gordon growth model, Total return = Dividend yield + Capital gains yield (i.e., constant growth rate). When a stock is fairly valued, the expected total return will equal the required return or discount rate (i.e., 7.35%). In the case of ABC, the total return is 7.35% and the capital gains yield is 3.5%. Therefore, the dividend yield is 7.35% – 3.5% = 3.85% 

可不可以这样理解:

GGM:ERP = r-rf=dividend yield+g-rf

r= rf+ERP


CAPM: r=rf+β*risk premium

所以 ERP = β*risk premium = dividend yield+g

ERP 和 risk premium 是两回事


1 个答案

maggie_品职助教 · 2020年02月07日

注意ERP=RM-rf,RM是大盘的收益率, 而GGM和CAPM公式中的r是个股的要求回报率即re。


根据你的推导:r= rf+ERP, 这个r是RM, 因此RM=rf+(RM-rf)


ERP 全称是equity risk premium, 请看讲义50页:

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