Estimating the terminal value of Disney
Estimating the Terminal Value
The approach most consistent with a DCF
model assumes that cash flows beyond the terminal year will grow at a constant
rate forever, in which case the terminal value can be estimated as follows:
Terminal value at n= Free cash flow to the
firm at (n+1) / (Cost of Capital at (n+1) – g at n)
Example)
Disney’s terminal value after year 10
Disney’s FCFF at year 11= 9086
Cost of capital at year 10= 0.0729
Disney’s FCFF at year 11= 9086
Cost of capital at year 10= 0.0729
Growth rate at year 10 = 2.50
Terminal
value = FCFF11/ (Cost of capitalstable growth- g)
= 9086/(0.0729-0.025) = 189,738 million
= 9086/(0.0729-0.025) = 189,738 million
Where the cost of capital and the growth rate
in the model are sustained forever. We can use the relationship between growth
and reinvestment rates that we noted earlier to estimate the reinvestment rate
in stable growth:
Reinvestment rate in stable growth= stable
growth rate/ ROC at n
Where the ROC at n is the return on capital
that the firm can sustain in stable growth.
In every DCF valuation, there are two
critical assumptions we need to make on stable growth.
1. When the firm we are valuing will become a stable-growth firm, if it is not one already.
1. When the firm we are valuing will become a stable-growth firm, if it is not one already.
1.
What the characteristics of the
firm will be in stable growth, in terms of return on capital and cost of
capital.
As we noted with equity valuation models,
high-growth firms tend to be more
exposed to market risk (and have higher betas) than stable growth firms.
Thus, although it might be reasonable to assume a beta of 1.8 in high growth, it is important that the beta be lowered, if not to one at least
toward one in stable growth.
High growth firms tend to have high return on capital and earn excess
returns. In stable growth, it becomes more difficult to sustain excess
returns. There are some who believe that the only assumption sustainable in
stable growth is a zero excess return assumption; the return on capital is set
equal to the cost of capital. Although we agree in principle with this view, it
is difficult in practice to assume that all investments, including those in
existing assets, will suddenly lose the capacity to earn excess returns.
Because it is possible for entire industries to earn excess returns over long
periods, we believe that assuming a firm’s return on capital will move toward
its industry average sometimes yields more reasonable estimates of value.
Finally, high-growth firms tend to use less debt than stable growth firms. As
firms mature, their debt capacity increases. The question of whether the
debt ratio for a firm should be moved toward its optimal cannot be answered
without looking at the incumbent managers’ power relative to their stockholders
and their views about debt. If managers are willing to change their debt ratios
and stockholders retain some power, it is reasonable to assume that the debt
ratio will move to the optimal level in stable growth; if not, it is safer to
leave the debt ratio at existing levels.
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As firms mature, their debt ratio increases |
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Different sectors have different beta levels |
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