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Terminal Value CalculatorDCF / Gordon Growth / Exit Multiple
Mechanics

Discount Terminal Value Back to Present

Whichever method you use, terminal value comes out at end of year n. To use it in a DCF you must discount it back to year zero. Forgetting this step is the single most common DCF arithmetic error.

Direct answer
Divide the year-n terminal value by (1 plus WACC) to the power n. The result is the present value of terminal value, ready to sum with the present values of the explicit-period free cash flows to produce enterprise value at year zero.
Formula

Year-end convention

Present value of terminal value (year-end)
PV(TVn) = TVn / (1 + WACC)n
Enterprise value at year zero
EV0 = sumt=1..n [ FCFt / (1 + WACC)t ] + PV(TVn)
Variant

Mid-year convention

Year-end convention assumes all cash flow in a given year arrives on the last day. Real cash flow arrives roughly uniformly, so practice increasingly adopts mid-year convention: each year's cash flow is discounted as if received at the mid-point. Terminal value at year n is then discounted by (1+WACC) to the power (n minus 0.5).

Present value of terminal value (mid-year)
PV(TVn) = TVn / (1 + WACC)n - 0.5
The mistake

The 60-to-80-percent EV that quietly does not

When a DCF model accidentally sums the undiscounted terminal value with the discounted explicit-period flows, enterprise value overshoots by (1+WACC) raised to the power n. For a ten-year forecast at 10 percent WACC, that is a factor of 2.59, i.e. enterprise value comes out 159 percent too high. The error is undetectable from the headline number alone; it is caught only by checking that the terminal-value row in the model has an explicit divisor.

Last verified June 2026. Source: Koller Valuation 7th ed., Chapter 8.