Terminal Growth Rate (g) Calculator

Calculate the implied terminal growth rate (g) using the Gordon Growth terminal value formula. Useful for sanity-checking DCF assumptions against discount rate and cash flow inputs.

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Note: Use terminal value at Year N (not discounted).

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Results

  • Implied Terminal Growth Rate (g) %
  • Terminal Value used (end of Year N) $
  • Implied FCFF in Year N+1 $
  • Interpretation

What is Terminal Growth Rate?

Terminal growth rate (g) is the constant long-run growth rate assumed for Free Cash Flow to Firm (FCFF) beyond the explicit forecast period in a DCF.

It matters because small changes in g can dominate Terminal Value, Enterprise Value, and value-creation narratives (ROIC vs WACC, EVA / economic profit).

Practically: it’s a “reality check” on whether your terminal assumptions imply mature, sustainable growth—and whether g stays safely below the discount rate.

Formula


Example

Assume: Terminal Value at Year N (TV_N) = $1,000,000,000, Final Year FCFF (FCFF_N) = $50,000,000, Discount Rate (r / WACC) = 9%.

1) Compute implied terminal growth rate:

2) Compute implied next-year FCFF checkpoint:

How to Use the Terminal Growth Rate Calculator

This tool back-solves the perpetual terminal growth rate implied by your Terminal Value, last forecast-year FCFF, and discount rate. Enter your inputs, toggle PV mode if needed, then sanity-check the implied growth against your WACC and macro reality.

  1. Enter Terminal Value (TV)

    • Paste your Terminal Value number in the TV field (ideally the TV at the end of the explicit forecast period, i.e., at Year N).
  2. Toggle PV mode if needed

      • If your TV number is already discounted (you have PV of TV), switch on “My TV is already discounted (PV of TV)”.

    - If your TV is the undiscounted terminal value at Year N, leave it off.

  3. Enter Free Cash Flow to Firm in Year N (FCFFₙ)

    • Input the final explicit forecast-year FCFF (the “base” cash flow the perpetuity grows from).
  4. Enter Discount Rate (r / WACC)

      • Add your WACC (or discount rate) as a percent. Keep in mind the perpetuity math requires:

    r > g

  5. Read the results and validate

      • Review Implied Terminal Growth Rate (g) and Implied FCFF in Year N+1.

    - The underlying relationships are:

    • Terminal Value at year N (TVₙ) = Free Cash Flow to the Firm in year N+1 divided by (discount rate minus growth rate)
    • Free Cash Flow to the Firm in year N+1 (FCFFₙ₊₁) = Free Cash Flow to the Firm in year N multiplied by (1 + growth rate)
    • Growth rate (g) = (Terminal Value × discount rate − Free Cash Flow in year N) divided by (Terminal Value + Free Cash Flow in year N)

Frequently Asked Questions

Methodology & Sources

Bibliography

  1. (n.d.). Terminal Value: The Tail the Wags the Dog? (Forever or Bust? The Many Paths to Terminal Value) — NYU Stern School of Business
    Accessed 2025-12-17
  2. (n.d.). Growth Rates and Terminal Value (DCF Valuation Slides) — NYU Stern School of Business
    Accessed 2025-12-17
  3. (2008). MIT Sloan Finance Problems and Solutions Collection — Finance Theory I (Part 1) — MIT Sloan School of Management
    Accessed 2025-12-17