DCF Calculator (with Reverse DCF)
Value a stock by discounting its projected free cash flows (DCF), or run a Reverse DCF to find the growth rate the current stock price already assumes.
Current annual FCF (e.g., 1B = 1000000000)
Intrinsic Value Per Share
$358.24
Total Intrinsic Value
$35.82B
PV of FCFs
$12.87B
PV of Terminal Value
$22.95B
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How It Works
- 1Choose between DCF (calculate intrinsic value) or Reverse DCF (find implied growth rate).
- 2Enter the company's current Free Cash Flow (FCF) and shares outstanding.
- 3Set your assumptions: growth rate, discount rate, terminal growth rate, and projection years.
- 4For Reverse DCF, enter the current stock price instead of growth rate.
- 5Review the calculated intrinsic value or implied growth rate to assess if the stock is fairly valued.
The formula
- Projected FCF(t) = FCF₀ × (1 + g)^t
- Present value(t) = Projected FCF(t) ÷ (1 + r)^t
- Terminal value = FCF(N) × (1 + terminal growth) ÷ (r − terminal growth)
- Intrinsic value = Σ present values + Terminal value ÷ (1 + r)^N
- Value per share = Intrinsic value ÷ Shares outstanding
g is the FCF growth rate, r the discount rate and N the projection years. The model needs r to be higher than the terminal growth rate.
Worked example
Free cash flow $1.0B, growth 15% a year, discount rate 10%, terminal growth 3%, 10 projection years, 100 million shares.
- 1Present value of the ten projected cash flows: $12.87B
- 2Terminal value at year 10: $59.53B, discounted to today: $22.95B
- 3Intrinsic value: $12.87B + $22.95B = $35.82B
- 4Per share: $35.82B ÷ 100M = $358.24
Intrinsic value of about $358 per share. About 64% of it comes from the terminal value.
Reverse DCF with the same inputs and a $150 share price (market cap $15B) implies FCF growth of about 3.3% a year.