Showing posts with label Return on Total Capital (ROTC). Show all posts
Showing posts with label Return on Total Capital (ROTC). Show all posts

Saturday 25 February 2012

Buffett would always take rates of return on total capital into account


RETURN ON CAPITAL IS VERY IMPORTANT

The example early on this page shows that debt financing can be used to increase the rate of return on equity. This can be misleading and also problematical if interest rates rise or fall. This is probably one reason why Warren Buffett prefers companies with little or no debt. The rate of return on equity is a true one and future earnings are less unpredictable. 

A careful investor like Buffett would always take rates of return on total capital into account. The average rates of return of capital in the companies in Berkshire Hathaway portfolio are:

Coca Cola39.12
American Express13.68
Gillette25.93

A comparison of the rates of return on equity and capital for these three companies is significant and the reader can make their own calculations.


COMPANY RATES OF RETURN ON EQUITY

It is significant that the majority of companies in the Berkshire Hathaway portfolio in 2002 all had higher than average returns on equity over a ten-year period. For example:

Coca Cola45.05
American Express20.19
Gillette40.43

Why Warren Buffett thinks that ROE is Important


Warren Buffett believes that the return that a company gets on its equity is one of the most important factors in making successful stock investments.

DEFINING EQUITY


Benjamin Graham defines stockholders equity as:


‘The interest of the stockholders in a company as measured by the capital and surplus.’


CALCULATING OWNER’S EQUITY

Investors can think of stockholders equity like this. An investor who buys a business for $100,000 has an equity of $100,000 in that investment. This sum represents the total capital provided by the investor.

If the investor then makes a net profit each year from the business of $10,000, the return on equity is 10%:
10,000 x 100
  100,000


If however the investor has borrowed $50,000 from a bank and pays an annual amount of interest to the bank of $3500, the calculations change. The total capital in the business remains at $100,000 but the equity in the business (the capital provided by the investor) is now only $50,000 ($100,000 - $50,000).

The profit figures also change. The net profit now is only $6500 ($10,000 - $3,500).

The return on capital (total capital employed, equity plus debt) remains at 10%. The return on equity is different and higher. It is now 13%:
6,500 x 100
  50,000

The approach to financing its operations by a company can obviously affect the returns on equity shown by that company.


WHY WARREN BUFFETT THINKS THAT RETURN ON EQUITY IS IMPORTANT

Just as a 10% return on a business is, all other things being equal, better than a 5% return, so too with corporate rates of returns on equity. 
  • Also, a higher return on equity means that surplus funds can be invested to improve business operations without the owners of the business (stockholders) having to invest more capital. 
  • It also means that there is less need to borrow.

Tuesday 6 September 2011

Free Cash Flow Return on Invested Capital


Free Cash Flow Analysis of NetFlix 
Mar 10, 2010


The following is a free cash flow analysis of NetFlix’s(NFLX) using FROIC and Price to Free Cash Flow.

FROIC for those who don’t know is = Free Cash Flow Return on Invested Capital.

Over the years I have tested out various ratios and have found very few that can compete with FROIC, in getting down to the real cash that a company is generating on Main Street .

Basically FROIC tells the investor how much free cash flow is actually generated as a percentage of the total capital that the company employs. To put it more simply, “How much free cash flow is generated for every $1 of capital that a company employs”

How does one calculate FROIC?

FROIC = Free Cash Flow/Total Capital

The way to determine Free Cash Flow is by taking a company's “Cash from Operations” and subtracting its “Capital expenditures” from it.

So in Netflix’s case its 2009 “Cash from Operations” was $325.1 million while its capital expenditures were only $45.9 million. Thus when we subtract $45.1 from $325.1 we get $280 million in free cash flow. We next take the company's $280 in free cash flow and divide it by its 58.416 million diluted shares outstanding and we get $4.79 a share in free cash flow.

If we then divide that number into the closing price of March 9, 2010 of $69.94, ($69.94/$4.79) we get a price to free cash flow of 14.6.

A price to free cash flow result of 14.6 is very attractive and I proved that in doing a backtest on price to free cash flow in the investment process”, using the DJIA 30 stocks from 1950-2007, and found that by only buying stocks that were selling for 15 times their price to free cash flow or less one would have substantially beat the DJIA 30 by a very large margin compared to buying the entire Index.

Now that we have seen what the free cash flow is for Netflix, let us now go and determine what its total capital employed is.

Basically Total Capital = Long Term Debt + Shareholders Equity

Taking just basic Total Capital is too easy in my view and I prefer is make it a little more difficult for a company to pass this test and add “other long term debt” to the equation. So for NetFlix we have the following for the year 2009.

Long Term Debt = $200 million

Other Long Term Debt = $54.2 million

Shareholders Equity = $199 million

When you add all those together you get $453.20 million for total capital employed.

Having done that we can now calculate FROIC as $280/$453.2 million or 61.78%.

What does this 61.78% mean?

For every $1 of total capital employed, NetFlix generates 62 cents in free cash flow.

I welcome everyone to go and try out FROIC on your own. In the end you will find that there are very few companies whose stock price trades for less than 15 times their free cash flow and generates 61.785 cents in free cash flow for every dollar of capital employed.


http://seekingalpha.com/instablog/498843-peter-mycroft-psaras/58154-free-cash-flow-analysis-of-netflix

Saturday 25 December 2010

The Mark of a Good Business: High Returns on Capital

“Leaving the question of price aside, the best business to own is one that over an extended period can employ large amounts of incremental capital at very high rates of return.” – Warren Buffett, 1992 Berkshire Hathaway Shareholder Letter


It is useful here to remember Buffett’s reminder that it is not necessarily a cause for celebration if a business grows its earnings year after year. The same thing happens to a savings account if you add more capital each year, which does not make a savings account a good investment. It’s the return on this additional capital that determines whether something is a good investment or not.

To illustrate, let’s look at Johnson & Johnson (JNJ). In 2000, JNJ had shareholders’ equity of $18.8 billion. At the end of 2009, its shareholders’ equity had grown to $50.6 billion. We can calculate that, since 2000, JNJ invested $31.8 billion back into the business.

During that same time, earnings grew $8.1 billion, from $4.8 billion in 2000 to $12.9 billion in 2009.

By dividing the additional earnings of $8.1 billion by the additional $31.8 billion in capital, we can see that JNJ earned a return of 25.5% on its investment, which is very good.

It is also useful to look at what percentage of its total net earnings JNJ reinvested back into the business. The reason is that this is suggestive of how much of its future earnings JNJ is likely to reinvest. By multiplying the rate of reinvestment by the return on that investment, we can then calculate an expected growth rate for earnings.

Since 2000 through 2009, JNJ earned a total net profit of $89.7 billion. Since we already know that JNJ reinvested $31.8 billion over that same time period, we can calculate that JNJ’s rate of reinvestment is 35.5%.

If JNJ can continue to earn 25.5% on equity and reinvest 35.5% of its earnings, earnings should grow at about 9% (.255 x .355).

Keep in mind that this does not include dividends or share repurchases. The latter would cause earnings per share to grow at a faster rate. Also, it does not include an analysis of where JNJ is selling in relation to its intrinsic value which could have a material impact on the expected total return. Finally, this type of analysis works best with a stable business that enjoys durable competitive advantages, such as JNJ.

Another example is Southwest Airlines which is a successful airline that operates in the highly competitive and capital intensive airline industry. Between 2000 and 2009, Southwest’s shareholders’ equity increased by $2 billion. Earnings were $140 million in 2009 compared to $625 million in 2000 and have generally bobbed around over that time period. The return on that additional $2 billion has been relatively poor.

Calculating the return on incremental equity over a long-period of time should prove a useful tool in your analysis of prospective investments. Coupled with the rate of reinvestment, it can also allow you to get an idea of how fast a company can be expected to grow its earnings.

http://gregspeicher.com/?p=1660

Wednesday 3 June 2009

Return on Total Capital (ROTC)

Return on Total Capital (ROTC)

Total Capital = Long-Term Debt + Short-Term Debt + Equity

Return on Total Capital = Net Earnings / Total Capital

The calculation of ROTC is illustrated here: http://files.shareholder.com/downloads/SYY/654431717x0x226567/EC4E58FF-E488-4CBB-A19B-570745E81387/Non-GAAP%20ROTC%20calculation.pdf


It is important to note the numerator and the denominator used in calculating ROTC by various other groups.
  • Value Line defines the return on total capital as "annual net profit plus 1/2 of annual long-term interest divided by the total of shareholders’s equity and long term debt." Shareholders’s equity is the net worth of the company.
  • Some defines total capital as equity plus long-term debt.



Also Read:
Return on Total Capital (ROTC)
The Right Rate of Return on Total Capital (ROTC)
ROA of Banks, Investment Banks and Financial Companies
Using ROTC Where the Entire Net Worth of the Company has been taken out
ROTC, ROA, ROE and Buffett's Durable Competitive Advantage