The CFA curriculum says “even if a clientele effect exists it would not follow that dividend policy affects equity values […] the change would only result in a switch in clientele”. I don’t agree with this, and am curious if someone could convince me otherwise.
First of all, I’d like to start out by pointing out that this effect would run counter to the two fund theorem. If all investors held a combination of the risk free asset and the market portfolio, then there could be no clientele effect since all investors would be holding some proportion of all firms.
Suppose now that the two clienteles are young professionals, more intrested in low dividend stocks, and old people, interested in high dividend stocks. Suppose that these two groups are identical in everything (wealth, etc.) except that there are a lot more old people than young people. If then a company switches from appealing from the young clientele to the old clientele, then it would face higher demand, and its share value should rise.
Could someone please give me a counterargument? Thanks.
First of all, I’d like to start out by pointing out that this effect would run counter to the two fund theorem. If all investors held a combination of the risk free asset and the market portfolio, then there could be no clientele effect since all investors would be holding some proportion of all firms.
Suppose now that the two clienteles are young professionals, more intrested in low dividend stocks, and old people, interested in high dividend stocks. Suppose that these two groups are identical in everything (wealth, etc.) except that there are a lot more old people than young people. If then a company switches from appealing from the young clientele to the old clientele, then it would face higher demand, and its share value should rise.
Could someone please give me a counterargument? Thanks.