International Stock: V0 = (FCFE0 * (1 + growth rate real)) / (r real - g real)
Vfirm = Σ FCFFt / (1 + WACC)t + [(FCFF n+1 / (WACC - g) × 1/(1+WACC)n]
Vequity = Σ FCFEt / (1 + rce)t + [(FCFE n+1 / (rce - g) * 1/(1 + rce)n]
Either the FCFE or FCFF general two stage model may be applied for situations where a high growth phase is expected to shift to a mature growth phase (or where a mature growth phase is expected to shift to a decline phase).
The first segment of the expression is the present value of the shares in the high growth phase.
Terminal Value: The second segment of the formula is terminal value of the company at maturity. It is a Gordon Growth Model like valuation performed at the year that stable growth is reached, which is then discounted back to a present value. Correctly calculating and then discounting the terminal value trips up many candidates either through misapplication or calculation errors.
rce is commonly derived using CAPM for exam purposes.
This model does not necessarily represent two years, but two stages.
The first segment of the formula can be calculated for several years and then the terminal value is calculated at the end of the high growth phase.
It is difficult to achieve full understanding of the two stage model without practice. Candidates must walk through numerous practice problems to be exam ready (and CFAI loves to test this material).
Because the value calculated in an FCF model is highly sensitive to the inputs; analysts are well served by testing a range of values for assumptions like the discount rate and growth rate.