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Valuation

Discounted Cash Flow Valuation Calculator

Reviewed by Finin2min Editorial Desk · Last Reviewed 12 September 2026

Project free cash flow, discount the explicit forecast and terminal value, then bridge enterprise value to equity value.

2-minute answer

Estimate discounted cash-flow value from free cash flow, growth, WACC, terminal growth, net debt and shares, with sensitivity and assumption checks.

Current-law check: Reviewed for source/currentness on 12 September 2026. Re-check any later notification, circular, amendment, rate, deadline or portal instruction before acting.

How to use this page

Discounted Cash Flow Valuation Calculator is best used as a structured decision tool. Enter or compare like-for-like inputs, make the assumptions explicit and test a downside case before relying on the output.

Practical checklist

Worked use case

Example: if one assumption changes the answer materially, show that variable as a range instead of presenting a single-point result as certain.

Official sources

Related Finin2min guidance

Reviewed for currentness: 12 September 2026. Educational/professional reference; the controlling law, notification, order or official filing instruction prevails.

DCF assumptions

Enterprise value
Equity value
Terminal value share of EV
Value per share
Terminal growth must remain below WACC.

How This Is Calculated

DCF valuation projects free cash flows forward over an explicit forecast period (typically capped at a reasonable horizon like 20 years, since longer projections become increasingly unreliable), discounts them to present value using WACC, and adds a terminal value (representing cash flows beyond the explicit period) also discounted back — the sum is the estimated enterprise value.

Frequently Asked Questions

Why is there a maximum reasonable forecast period for DCF?
Because cash flow projections become increasingly speculative the further out they go — a 20+ year explicit forecast is rarely more reliable than a shorter explicit period plus a well-reasoned terminal value, which is why DCF models typically cap the explicit forecast at a more defensible horizon.
What is terminal value and why does it usually dominate DCF output?
Terminal value represents the value of all cash flows beyond the explicit forecast period, typically calculated using a perpetuity growth formula. It often represents the majority of total DCF value, which means DCF valuations are highly sensitive to the terminal growth rate and discount rate assumptions used.
Why does WACC matter so much in a DCF?
WACC is the discount rate applied to all future cash flows — a small change in WACC can significantly change the present value of distant cash flows (and especially terminal value), making DCF output highly sensitive to how WACC is estimated.
Last reviewed: 15 July 2026

Methodology, assumptions and sources

Scope: Estimates the intrinsic value of a business or asset using the Discounted Cash Flow method — projecting future free cash flows and discounting them to present value using a chosen discount rate.

Calculation logic

  1. Project free cash flow for each forecast year based on the entered growth assumptions.
  2. Discount each year's projected free cash flow to present value using: PV = FCFt / (1 + r)t, where r is the discount rate (typically WACC) and t is the year number.
  3. Compute terminal value at the end of the explicit forecast period using either the Gordon growth (perpetuity growth) method or an exit-multiple method, as selected, and discount it to present value using the same rate.
  4. Sum all discounted cash flows plus the discounted terminal value to arrive at the estimated enterprise value.

Inputs and assumptions

Exclusions and edge cases

Sources

No external regulatory source applies — this is a general financial formula, not a statutory computation.

Review status: reviewed and approved by CA Nikhil Gupta on 18 July 2026.

© 2026 Finin2min · Educational decision support · Validate assumptions and applicable law.

Guides that use this calculator

Background, worked examples and the rules behind these numbers.