Finance

Terminal Value

Terminal value represents the value of cash flows beyond the explicit forecast period in a DCF. It often contributes a large share of enterprise value.

Updated 2026-01-23

Definition

Terminal value represents the value of cash flows beyond the explicit forecast period in a DCF. It often contributes a large share of enterprise value.

Formula

Terminal value (perpetuity) = FCF_(n+1) / (discount rate - terminal growth)

Example

If next year's FCF is $6M, discount rate is 12%, and terminal growth is 3%, terminal value = $6M / (0.12 - 0.03) = $66.7M (before discounting it back to today).

Common mistakes

  • Letting terminal value dominate without sensitivity analysis.
  • Using aggressive terminal growth that implies implausible long-run scale.

Measured as

Terminal value (perpetuity) = FCF_(n+1) / (discount rate - terminal growth)

Misused when

  • Letting terminal value dominate without sensitivity analysis.
  • Using aggressive terminal growth that implies implausible long-run scale.

Operator takeaway

  • Tie Terminal Value to the same balance-sheet date, scenario, and decision memo you are using elsewhere in the model.
  • Document which claims, costs, or adjustments your team includes before comparing numbers across forecasts, covenants, or valuation work.

Next decision

  • Quantify the impact with DCF Valuation Calculator if you need to turn the definition into an operating assumption.
  • Read DCF valuation: forecast cash flows, discount rate, and terminal value if the decision depends on interpretation, policy, or trade-offs beyond the raw formula.

Where to use this on MetricKit

Calculators

  • DCF Valuation Calculator: Estimate enterprise value using a simple DCF: forecast cash flows, apply a discount rate (often WACC), and add a terminal value.
  • WACC Calculator: Calculate WACC (Weighted Average Cost of Capital) from capital structure, cost of equity, cost of debt, and tax rate.
  • DCF Sensitivity Calculator: Estimate how enterprise value changes with discount rate and terminal growth assumptions (simple 3x3 sensitivity).

Guides