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Stock market equations
5 minutes
finance
maths
economics
statistics
probability
econometrics
quantitative
finance
Advanced
anybody
Fundamental Analysis
Returns / Growth / Change
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\scriptsize Percentage = (Final - Initial) / Initial \times 100
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Average yearly compounded growth rate
CAGR
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\scriptsize \text{CAGR} = \left( \frac{Value_{final}}{Value_{initial}} \right)^{\frac{1}{n}} - 1
CAGR
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Valuation and Health
Book Value Per Share
=
Equity
Outstanding Shares
Price-to-Book (P/B)
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Share Price
Book Value per Share
Price-to-Earnings (P/E)
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Share Price
Earnings per Share
Market Capitalization
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Share Price
×
Outstanding Shares
Debt-to-Equity
=
Total Debt
Equity
Price-to-Sales (P/S)
=
Share Price
Revenue per Share
Current Ratio
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Current Assets
Current Liabilities
Quick Ratio
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Cash + Cash Equivalents + Marketable Securities + Receivable
Current Liabilities
Inventory Turnover
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Cost of Goods Sold
Inventory
Discounted Cash Flow (DCF)
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Enterprise Value (EV)
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Market Cap
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Debt
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Preferred Equity
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Minority Interest
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Cash
Enterprise Value Multiple (EV/EBITDA)
=
Enterprise Value
EBITDA
Enterprise Value Multiple (EV/Revenue)
=
Enterprise Value
Revenue
Enterprise Value Multiple (EV/FCF)
=
Enterprise Value
Free Cash Flow
Enterprise Value Multiple (EV/EBIT)
=
Enterprise Value
EBIT
Enterprise Value Multiple (EV/Net Sales)
=
Enterprise Value
Revenue
Enterprise Value Multiple (EV/Sales)
=
Enterprise Value
Revenue
Gordon Growth Model (Constant Growth)
=
Next Dividend
Required return
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Growth rate
\scriptsize \begin{align} \text{Book Value Per Share} &= \frac{\text{Equity}} {\text{Outstanding Shares}} \nonumber \\ \text{Price-to-Book (P/B)} &= \frac{\text{Share Price}}{\text{Book Value per Share}} \nonumber \\ \text{Price-to-Earnings (P/E)} &= \frac{\text{Share Price}}{\text{Earnings per Share}} \nonumber \\ \text{Market Capitalization} &= \text{Share Price} \times \text{Outstanding Shares} \nonumber \\ \text{Debt-to-Equity} &= \frac{\text{Total Debt}}{\text{Equity}} \nonumber \\ \text{Price-to-Sales (P/S)} &= \frac{\text{Share Price}}{\text{Revenue per Share}} \nonumber \\ \text{Current Ratio} &= \frac{\text{Current Assets}} {\text{Current Liabilities}} \nonumber \\ \text{Quick Ratio} &= \frac{\text{Cash + Cash Equivalents + Marketable Securities + Receivable}}{\text{Current Liabilities}} \nonumber \\ \text{Inventory Turnover} &= \frac{\text{Cost of Goods Sold}}{\text{Inventory}} \nonumber \\ \text{Discounted Cash Flow (DCF)} &= \sum_{t=1}^n \frac{CF_t}{(1+r)^t} \nonumber \\ \text{Enterprise Value (EV)} &= \text{Market Cap} + \text{Debt} + \text{Preferred Equity} + \text{Minority Interest} - \text{Cash} \nonumber \\ \text{Enterprise Value Multiple (EV/EBITDA)} &= \frac{\text{Enterprise Value}}{\text{EBITDA}} \nonumber \\ \text{Enterprise Value Multiple (EV/Revenue)} &= \frac{\text{Enterprise Value}}{\text{Revenue}} \nonumber \\ \text{Enterprise Value Multiple (EV/FCF)} &= \frac{\text{Enterprise Value}}{\text{Free Cash Flow}} \nonumber \\ \text{Enterprise Value Multiple (EV/EBIT)} &= \frac{\text{Enterprise Value}}{\text{EBIT}} \nonumber \\ \text{Enterprise Value Multiple (EV/Net Sales)} &= \frac{\text{Enterprise Value}}{\text{Revenue}} \nonumber \\ \text{Enterprise Value Multiple (EV/Sales)} &= \frac{\text{Enterprise Value}}{\text{Revenue}} \nonumber \\ \text{Gordon Growth Model (Constant Growth)} &= \frac{\text{Next Dividend}}{\text{Required return}-\text{Growth rate}} \nonumber \\ \end{align}
Book Value Per Share
Price-to-Book (P/B)
Price-to-Earnings (P/E)
Market Capitalization
Debt-to-Equity
Price-to-Sales (P/S)
Current Ratio
Quick Ratio
Inventory Turnover
Discounted Cash Flow (DCF)
Enterprise Value (EV)
Enterprise Value Multiple (EV/EBITDA)
Enterprise Value Multiple (EV/Revenue)
Enterprise Value Multiple (EV/FCF)
Enterprise Value Multiple (EV/EBIT)
Enterprise Value Multiple (EV/Net Sales)
Enterprise Value Multiple (EV/Sales)
Gordon Growth Model (Constant Growth)
=
Outstanding Shares
Equity
=
Book Value per Share
Share Price
=
Earnings per Share
Share Price
=
Share Price
×
Outstanding Shares
=
Equity
Total Debt
=
Revenue per Share
Share Price
=
Current Liabilities
Current Assets
=
Current Liabilities
Cash + Cash Equivalents + Marketable Securities + Receivable
=
Inventory
Cost of Goods Sold
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Market Cap
+
Debt
+
Preferred Equity
+
Minority Interest
−
Cash
=
EBITDA
Enterprise Value
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Revenue
Enterprise Value
=
Free Cash Flow
Enterprise Value
=
EBIT
Enterprise Value
=
Revenue
Enterprise Value
=
Revenue
Enterprise Value
=
Required return
−
Growth rate
Next Dividend
Income and Profit
EBITDA is Earnings Before Interest, Taxes, Depreciation and Amortization
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Price
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Quantity
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Revenue
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Costs
Dividend Yield
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Annual Dividend
Share Price
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100
R
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Net Income
Shareholder Equity
R
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A
=
Net Income
Total Assets
E
P
S
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Net Profit
Outstanding Shares
\scriptsize \text{EBITDA is Earnings Before Interest, Taxes, Depreciation and Amortization} \nonumber \\ \begin{align} Revenue &= \text{Price} \times \text{Quantity} \nonumber \\ Profit &= \text{Revenue} - \text{Costs} \nonumber \\ \text{Dividend Yield} &= \frac{\text{Annual Dividend}}{\text{Share Price}} \times 100 \nonumber \\[0.5em] ROE &= \frac{\text{Net Income}}{\text{Shareholder Equity}} \nonumber \\[0.5em] ROA &= \frac{\text{Net Income}}{\text{Total Assets}} \nonumber \\[0.5em] EPS &= \frac{\text{Net Profit}}{\text{Outstanding Shares}} \nonumber \end{align}
EBITDA is Earnings Before Interest, Taxes, Depreciation and Amortization
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Dividend Yield
ROE
RO
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EPS
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Price
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Quantity
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Revenue
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Costs
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Share Price
Annual Dividend
×
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Shareholder Equity
Net Income
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Total Assets
Net Income
=
Outstanding Shares
Net Profit