Valuing and understanding the risks involved with a business or security requires the ability to benchmark individual data points against a universe.
That’s why business managers, investors, and accountants alike use ratio analysis to guide their decisions. Ratio analysis provides a consistent framework for benchmarking data points from the financial statements. We can spot relationships and trends more easily by converting the raw financials into ratios.
In this post, I discuss the 15 income statement focused profit and return ratios that enable investors to accurately determine a business’s profitability, competitive strength, and earnings potential. For each financial ratio discussed, I also provide a table listing the median ratio of firms in the Finbox database by Sector. The sector medians are as of November 8th, 2017. I've also written about Credit Ratios, Valuation Ratios, and Cash Flow Ratios in past posts.
Interested in calculating the ratios I discuss? I’ve created a spreadsheet template you can use to calculate these 15 income statement ratios yourself. The spreadsheet contains three tabs:
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Cheat Sheet: This tab lists the Profit & Return financial ratios and formulas used to calculate each ratio.
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[Example] Calculator: You can use this tab to calculate all the ratios discussed for any business by manually entering the financials required in designated cells colored in yellow under the "Required Data" section.
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[Linked] Calculator: This tab has formulas that are powered by Finbox's Spreadsheet add-on so you can use it to automatically fetch data for supported public companies by simply changing the ticker symbol in the designated cell.
You can make a copy of the Google Spreadsheet by clicking File > Make a copy from the menu or by using the Copy Google Spreadsheet Template link below:
[ Copy Google Spreadsheet Template ]
You can also download the Spreadsheet Template to Excel.
[ Download Excel Spreadsheet Template ]
1. Gross Margin
Gross Margin measures the amount of gross profit a company earns on each dollar of revenue. Businesses that operate at high gross margins typically have higher pricing power over their customers and suppliers.
Formula
Gross Margin = (Revenue - Cost of Goods Sold) ÷ Revenue
Sector | Gross Margin |
---|---|
Consumer Discretionary | 37.5% |
Consumer Staples | 33.5% |
Energy | 50.7% |
Financials | 89.7% |
Healthcare | 67.4% |
Industrials | 29.5% |
Information Technology | 48.4% |
Materials | 26.9% |
Telecom | 57.4% |
Utilities | 60.6% |
2. EBITDA Margin
EBITDA Margin represents the portion of revenue a business is able to convert into earnings before accounting for interest expense, taxes, depreciation, and amortization (EBITDA). EBITDA is often used as a proxy for cash flow since it excludes the non-cash depreciation and amortization expenses.
Formula
EBITDA Margin = EBITDA ÷ Revenue
Sector | LTM EBITDA Margin | Proj EBITDA Margin |
---|---|---|
Consumer Discretionary | 11.1% | 12.4% |
Consumer Staples | 12.2% | 13.2% |
Energy | 25.4% | 33.4% |
Financials | 7.8% | 10.4% |
Healthcare | -25.7% | -13.4% |
Industrials | 11.4% | 13.0% |
Information Technology | 8.6% | 12.3% |
Materials | 15.5% | 18.8% |
Telecom | 28.5% | 31.8% |
Utilities | 30.2% | 32.6% |
3. EBIT Margin
EBIT Margin is similar to EBITDA margin. Instead of using EBITDA as the numerator, EBIT margin expenses depreciation and amortization (D&A) to measure the portion of revenue a business is able to convert into earnings before interest expenses and taxes. Even though D&A expenses aren't cash expenses, they do serve as a fair proxy for cash outlays such as capital expenditures and software development. When these are the material expenses for a business (usually a capital-intensive business), the EBIT margin can serve as a more appropriate measure of profitability.
Formula
EBIT Margin = EBIT ÷ Revenue
Sector | LTM EBIT Margin | Proj EBIT Margin |
---|---|---|
Consumer Discretionary | 7.4% | 8.1% |
Consumer Staples | 9.3% | 9.4% |
Energy | 5.0% | 5.8% |
Financials | 0.3% | 5.0% |
Healthcare | -33.5% | -20.0% |
Industrials | 6.9% | 8.1% |
Information Technology | 2.8% | 6.0% |
Materials | 9.3% | 11.0% |
Telecom | 10.7% | 14.6% |
Utilities | 17.7% | 20.3% |
4. Net Profit Margin
Net Profit Margin measures the amount of profit that common shareholders earn on each dollar of revenue earned by the firm. Businesses that operate at high net profit margins typically have more cash to invest in growth and subsequently pay dividends to investors.
Formula
Net Profit Margin = Net Profit to Common ÷ Revenue
Sector | LTM Profit Margin | Proj Profit Margin |
---|---|---|
Consumer Discretionary | 4.1% | 5.9% |
Consumer Staples | 4.8% | 7.4% |
Energy | 0.3% | 4.6% |
Financials | 17.8% | 19.9% |
Healthcare | -35.8% | 2.0% |
Industrials | 3.9% | 5.9% |
Information Technology | 1.6% | 8.9% |
Materials | 4.5% | 7.0% |
Telecom | 3.9% | 6.3% |
Utilities | 7.7% | 10.0% |
5. Effective Interest Rate
Effective Interest Rate in the context of a firm's debts is calculated as follows:
Formula
Effective Interest Rate = Interest Expense ÷ Total Debt
The effective interest rate measures the average interest rate a company pays on its debts. The effective interest rate is not the cash interest rate because its interest expense includes the non-cash amortization of discounts and premiums from the time the debt was issued.
Sector | Effective Interest Rate |
---|---|
Consumer Discretionary | 4.5% |
Consumer Staples | 4.4% |
Energy | 5.2% |
Financials | NM |
Healthcare | 5.5% |
Industrials | 4.2% |
Information Technology | 4.0% |
Materials | 5.1% |
Telecom | 5.4% |
Utilities | 4.7% |
6. Effective Tax Rate
Effective Tax Rate measures the GAAP tax rate applicable to the earnings after all expenses have been deducted by the business. Note that this is the tax rate based on GAAP earnings; the cash tax rate is usually lower because firms can depreciate assets faster for tax purposes. Nevertheless, the effective tax rate serves as a good approximation of the current marginal tax rate applicable to the company.
Formula
Effective Tax Rate = Provision for Taxes ÷ Earnings before Taxes
Sector | Effective Tax Rate |
---|---|
Consumer Discretionary | 29.3% |
Consumer Staples | 30.1% |
Energy | 0.4% |
Financials | 27.8% |
Healthcare | 0.0% |
Industrials | 27.6% |
Information Technology | 8.8% |
Materials | 22.9% |
Telecom | 24.8% |
Utilities | 27.5% |
7. EBITDA - CAPEX Margin
EBITDA - CAPEX Margin is similar to EBIT margin but accounts for capital costs explicitly by deducting capital expenditures. EBITDA less CapEx is often used by analysts as a proxy for unlevered cash flow.
Formula
EBITDA - CAPEX Margin = (EBITDA - CAPEX) ÷ Revenue
Sector | EBITDA minus CAPEX Margin |
---|---|
Consumer Discretionary | 7.8% |
Consumer Staples | 7.5% |
Energy | 7.8% |
Financials | 5.8% |
Healthcare | -26.4% |
Industrials | 7.6% |
Information Technology | 4.6% |
Materials | 9.6% |
Telecom | 11.3% |
Utilities | 5.9% |
8. Return on Equity
Return on Equity (ROE) is an important ratio for common shareholders. It represents the return that a firm generates on the book value of common equity. Firms with high returns on equity can finance future growth by reinvesting their earnings.
Formula
Return on Equity = Net Profit to Common ÷ Average Common Equity
Sector | Return on Equity |
---|---|
Consumer Discretionary | 8.3% |
Consumer Staples | 10.2% |
Energy | 0.2% |
Financials | 8.7% |
Healthcare | -35.2% |
Industrials | 9.0% |
Information Technology | 3.6% |
Materials | 5.1% |
Telecom | 5.3% |
Utilities | 7.9% |
9. Return on Invested Capital
Return on Invested Capital (ROIC) is used to measure a firm's ability to create value for all its stakeholders, debt, and equity. ROIC can be used to benchmark capital efficiency of firms within an industry.
Formula
NOPAT = EBIT * (1 - 39%)
Invested Capital = Total Debt + Total Equity
Return on Invested Capital = NOPAT ÷ (Average Invested Capital)
ROIC is also useful to when compared to the Weighted Average Cost of Capital (WACC). Since ROIC measures the company's ability to generate a return on invested capital, and the WACC measures the minimum return required by the company's capital providers (equity and debt), the difference between ROIC and WACC is referred to as Economic Profit or Excess Return.
Formula
Excess Return = ROIC - WACC
Sector | Return on Invested Capital |
---|---|
Consumer Discretionary | 5.8% |
Consumer Staples | 6.9% |
Energy | 1.8% |
Financials | NM |
Healthcare | -21.6% |
Industrials | 5.8% |
Information Technology | 2.6% |
Materials | 4.6% |
Telecom | 3.8% |
Utilities | 4.3% |
10. Return on Assets
Return on Assets (ROA) measures the dollars that the net profit a business generates per dollar of assets it owns. ROA is typically used to gauge the efficiency of management at purchasing assets that generate earnings for their shareholders.
Formula
Return on Assets = Net Profit ÷ Average Total Assets
Sector | Return on Assets |
---|---|
Consumer Discretionary | 3.7% |
Consumer Staples | 4.5% |
Energy | 0.0% |
Financials | 1.0% |
Healthcare | -31.5% |
Industrials | 3.7% |
Information Technology | 1.3% |
Materials | 2.8% |
Telecom | 2.2% |
Utilities | 2.4% |
11. Unlevered Return on Assets
Unlevered Return on Assets (UROA) is similar to Return on Assets but can be a more useful measure for benchmarking since it normalizes earnings for capital structure differences. Instead of using net profit in the numerator; the Unlevered Return on Assets ratio uses EBIT. Using earnings before interest expenses ensures that earnings (and thus returns) are not lower just because the firm utilizes debt in its capital structure.
Formula
EBIT = Earnings before Interest & Taxes
Unlevered Return on Assets = EBIT ÷ Average Total Assets
Sector | Unlevered ROA |
---|---|
Consumer Discretionary | 6.9% |
Consumer Staples | 8.3% |
Energy | 2.4% |
Financials | 0.0% |
Healthcare | -29.9% |
Industrials | 6.6% |
Information Technology | 2.5% |
Materials | 6.0% |
Telecom | 4.5% |
Utilities | 4.8% |
12. Dividend Yield
Dividend Yield measures the cash returned to shareholders by a firm as a percentage of the price they pay for each share of stock.
Formula
Dividend Yield = Dividend per Share ÷ Stock Price
Note: For quarterly dividends, it's common practice to multiply the most recent
dividend by 4 to calculate Dividend per Share.
Sector | Dividend Yield |
---|---|
Consumer Discretionary | 1.4% |
Consumer Staples | 2.0% |
Energy | 3.4% |
Financials | 2.0% |
Healthcare | 0.6% |
Industrials | 1.1% |
Information Technology | 1.0% |
Materials | 1.5% |
Telecom | 2.9% |
Utilities | 2.9% |
13. FCF Yield
FCF Yield measures the amount of free cash flow a firm generates when compared to the market value of equity (Market Cap).
Formula
FCF Yield = FCF ÷ Enterprise Value
Sector | Free Cash Flow Yield |
---|---|
Consumer Discretionary | 3.9% |
Consumer Staples | 2.6% |
Energy | 0.1% |
Financials | -5.4% |
Healthcare | -4.4% |
Industrials | 2.5% |
Information Technology | 0.8% |
Materials | 2.0% |
Telecom | 2.2% |
Utilities | -0.8% |
14. Earnings Yield
Earnings Yield is the inverse of the P/E ratio and measures the return on investment in the form of net profit:
Formula
Earnings Yield = Earnings Per Share ÷ Stock Price or
Earnings Yield = Net Profit ÷ Market Cap or
Earnings Yield = 1 ÷ P/E Ratio
Sector | Earnings Yield |
---|---|
Consumer Discretionary | 5.0% |
Consumer Staples | 4.0% |
Energy | 5.1% |
Financials | 5.4% |
Healthcare | 2.9% |
Industrials | 4.0% |
Information Technology | 3.3% |
Materials | 4.1% |
Telecom | 5.4% |
Utilities | 4.1% |
15. EBIT Yield
EBIT Yield compares the earnings before interest and taxes to the market's valuation of the entire business, including debt and equity.
The EBIT Yield was popularized by Joel Greenblatt in his book the Little Book That Beats The Market. The EBIT Yield has continued to perform well as a leading indicator as shown in recent backtests conducted by the Quantopian community.
Formula
EBIT Yield = EBIT ÷ Enterprise Value
Sector | LTM EBIT Yield | Fwd EBIT Yield |
---|---|---|
Consumer Discretionary | 7.1% | 8.0% |
Consumer Staples | 5.7% | 6.7% |
Energy | 5.3% | 6.1% |
Financials | 4.0% | 3.1% |
Healthcare | 4.1% | 5.1% |
Industrials | 5.7% | 6.4% |
Information Technology | 4.5% | 5.3% |
Materials | 5.9% | 6.9% |
Telecom | 6.3% | 8.2% |
Utilities | 5.3% | 5.9% |
Additional Resources
I’ve created a simple cheat sheet listing the formulas and short descriptions that you can download and print for quick reference.