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Beta & Risk 1. Equity RiskPremiums 2. EBIT & EBITDA multiple s 5. I also have implied equity riskpremiums (forward-looking and dynamic estimate of what investors are pricing stocks to earn in the future) for the S&P 500 going back annually to 1960 and monthly to 2008, and equity riskpremiums for countries.
When valuing or analyzing a company, I find myself looking for and using macro data (riskpremiums, default spreads, tax rates) and industry-level data on profitability, risk and leverage. I do report on a few market-wide data items especially on riskpremiums for both equity and debt. EV/EBIT and EV/EBITDA 4.
We note that the higher the expected rate (in other words, the greater the risk is perceived as necessary, to the point of requiring a substantial "riskpremium"), the lower the multiple that will apply and therefore the lower valuation: we buy cheaper which is less safe. Net Operating Surplus Multiples (ENE or EBIT).
Rf = Risk-free Rate. Rm – Rf) = Equity Market RiskPremium. Cp = Cost of Equity Premium. Tax (from tax rate and EBIT). The details of how the CAPM works is beyond the scope of this article but in short, the formula is as follows: Ce = Rf + B x (Rm – Rf) + Cp. Ce = Cost of Equity. B = Beta. (Rm
Thus, as you peruse my historical data on implied equity riskpremiums or PE ratios for the S&P 500 over time, you may be tempted to compute averages and use them in your investment strategies, or use my industry averages for debt ratios and pricing multiples as the target for every company in the peer group, but you should hold back.
The default spread is a price of risk in the bond market, and if you recall, I estimated the price of risk in equity markets, with an implied equity riskpremium, in my second data update.
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