Key Highlights
A helpful tool for defensive investors is the Graham number. A person who's willing to invest in the stock market is a defensive investor. In discussing the use of this method, any company, regardless of its size or industry, is effectively provided with a maximum stock price. This method will allow investors to find some of the best stocks at low prices. It's because Graham's number reveals the undervaluation of stocks. In addition, this valuation allows for purchasing undervalued stocks at a lower price.
Graham Number Formula
To calculate the fundamental stock value, use the given formula.
22.5× (Earnings Per Share) × (Book Value Per Share)
Earnings Per Share (EPS) = Net Income / Shares Outstanding
Book Value Per Share (BVPS) = Shareholder’s Equity / Shares Outstanding
For the application of the Graham Number, there are a number of mandatory conditions: The EPS multiple, 15, used in the formula, represents the price-to-earnings ratio that cannot be higher than 15 in any case. This formula is not applicable if the company's P&E ratio is more than 15 %.
Meanwhile, the BVPS multiple of 1.5 is a price-to-book ratio. The ratio between the P and B should be less than 1.5. This stock valuation tool cannot be used to calculate the company's stocks if they are above the P&B ratio limit.
Ms A wants to buy the shares of ABC Co. Ltd. She is too busy to examine the company's finances in detail. She decides that, as a defensive investor, she will use the Graham number in order to judge whether ABC Co. Ltd's stock is worth buying. The company made an income of INR 40,00,000 for the year. The shareholders' equity stands at INR 600,000, and there are 500,000 shares outstanding. That's how ABC Company Ltd.'s Graham number is calculated by Miss A.
Earnings Per Share = Net income ÷ No. Of outstanding shares
Book Value Per Share = Shareholder's equity ÷ No. Of shares outstanding
Graham Number = sqrt
Ms. A should buy this stock if it trades below INR 14.6969. However, stock trading above INR 14.6969 is considered to be overvalued and should not be carried out.
The benefits of the graham number are as follows.
1. A quick and easy method It is a swift and simple way to understand stock valuation by looking at Graham's number. Use the calculator or a spreadsheet to determine it quickly.
2. Identify bargain stocks Using Graham's number, you can identify companies that are likely to be trading at bargain prices.
The drawbacks and limitations of the graham number are as follows.
1. Conservative approach The Graham number calculation determines whether or not a company's current market value is essentially at or below its intrinsic value. Therefore, it may be challenging to identify those companies that have a good deal on the basis of this formula. It only works for the positive.
EPS and BVPS Many businesses suffer from negative EPS and BVPS figures because they are not profitable. The Graham Number calculation will not cover these firms.
Simplification and reliance on one number. For investors not wanting to go through the steps of using all of Graham's recommendations, The Graham Number simplifies most of his investment advice into an individual number. The idea of looking at just one measure before deciding to invest is never a good idea.
Over the past 50 years, it's been widely used. It's helping investors find the best stocks to invest in. But it's less important nowadays, as the recent companies are more reliant on technology. This has led to a decrease in the reliance on assets. However, asset base companies continue to use this method. The importance of the process will be maintained, as technology will not replace all businesses.
Based on Graham's theory that an undervalued stock should have a price-to-book ratio (PB ratio) of no more than 1.5 and a price-to-earnings ratio (PE ratio) of no more than 15, 22.5 is recommended. Thus, the PB ratio × PE ratio equals 22.5 = (15 × 1.5).
Graham's number can be used to determine the price range in which a defensive investor is allowed to invest in stocks. Under this theory, any stock price falling below the Graham number is deemed unreasonably valued and, therefore, a good investment.