The Importance of Interest Rates to Wall Street Analysts!
Tuesday, December 11, 2007 | Jason JovineWall Street analysts pay close attention to what the FOMC (the Fed) does when it announces interest rates. They do so for many reasons, but let me show you directly how they interpret this information and why it is important.
Financial Modeling
A financial model for a Wall Street analyst consists of Excel spreadsheets or some other type of software that can hold a lot of financial data. This data has all of his or her inputs on a company plugged into the “model” so that he or she can get an accurate view of what the company is worth. This is an analyst’s x-ray into the company.
Here is a very small snapshot of a very basic financial model (please click on the image to enlarge it):
Ignore everything in the snapshot above except for that box that I put a red circle around. That box is entitled “Cost of Equity”.
The formula for cost of equity is K=Rf β*{E (Rm)-Rf}
Where:
K= Cost of Equity
Rf =Risk-free rate of return (e.g. treasury bills or bonds)
β = The stock's Beta (e.g. how sensitive the stock is to the overall market)
E (Rm) = The expected return on the market (e.g. the S&P 500)
{E (Rm)-Rf} = The market risk premium (e.g. Since treasury bills are essentially risk-free because the U.S. government won’t go bankrupt, at least not any time soon, what is the additional risk in percentage terms by being invested in the stock market?)
In our example, K would be equal to 6.12%, since:
K= 4.9 .254*5
Like I said earlier, just focus on what’s in the red circle. I am trying to keep this example simple.
Now, the cost of equity is directly affected by what happens to interest rates. As you know, when interest rates rise, fixed income prices (e.g. bonds) go down, and their yield goes up.
Heres why:
Let’s say that you are holding a bond paying you a 3% coupon rate, and interest rates are currently at 3%, as well. Let’s say interest rates get raised from 3% to 4%. Your bonds paying you 3% will look less attractive since you can buy new bonds that will pay you at least 4%. This means that the demand for the 3% bonds will go down, and hence, if their price goes down, their yield will go up.
A 3% coupon on a $1,000 bond on an annual basis equates to $30 per year ($30/$1000) that you will get.
If interest rates go up, and there is less demand for your bond, then the price will fall. Say it falls to $900 per bond. A 3% coupon of $30 on $900 is a yield of 3.33 % ($30/$900). The yield went higher. Do you follow me?
I know that you hate boring old bonds, so let’s get back to stocks...
When an analyst determines how much a stock is worth, chances are he uses some kind of Dividend Discount Model (DDM). He may substitute the cash flow or the earnings of the company in place of the dividends, but the concept is still the same.
Here is a very basic constant growth version of one:
Vo=D1/K-G
This constant growth assumes that the growth rate for the company will stay constant for a long while.
Here:
Vo = The price of the stock today
D1 = The dividend a year from today.
K = (see above)
G = The company’s projected growth rate.
So, say that we expect the company to grow at 4% per year, and the company just paid a total dividend of $4. In one year, we could assume that the dividend will be $4.16 ($4*1.04).
So the price of the stock today would be:
Vo = $4.16/(.0612-.04) = $196.23.
If the stock were trading below this price, then you would buy it, and if it were trading above this price, then you would sell it.
Now let’s say K, which takes interest rates into account, goes up by just 1% to 7.12% from 6.12%. Look what happens.
Vo = $4.16/(.0712-.04) = $133.33.
The stock went down by almost $63, or about 32%!
Now, do you understand a little bit better why Wall Street freaks out about interest rates?
Until the next time, folks, spend your hard-earned money wisely.
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Jason Jovine
Contributing Editor
The Tycoon Report



