Discount Rates in Valuation

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Discount Rates in Valuation

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A discount rate is the rate of return demanded by a provider of capital ... The most subjective task. Many analysts use the average Historical Equity Premium Earned ... – PowerPoint PPT presentation

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Title: Discount Rates in Valuation


1
Discount Rates in Valuation
  • Where We Are Going
  • We will study the discount rates used in these
    cash flow valuation models


Chapter 7
2
Third Phase of Security
Analysis
Business Analysis
GAAP Financial Statements
Financial Statement Analysis
Forecast Assumptions
Valuation
Time
Historical Periods
Valuation Date
Forecast Periods
3
What Does a Discount Rate Do?
  • A discount rate is the rate of return demanded by
    a provider of capital
  • Appropriate discount rate depends on which rate
    the capital provider is talking about

4
Discount Rates in Valuation
  • Different valuation models use different
    discounts rates because they evaluate different
    cash flow components
  • We choose the discount rate that is a just
    sufficient expected return to compensate the
    relevant capital suppliers

5
What Discount Rate to Use?Depends on the Model
As if the debt were converted to equity
6
The Cost of Equity
  • Is the building block for all other discount
    rates
  • Has no promised rate of return
  • Must use an asset pricing model to infer the
    demanded rate of return.
  • CAPM is the most common model.

7
Capital Asset Pricing Model (CAPM)
  • The key concept
  • Investors are risk averse
  • Investors will hold riskier portfolios if the
    expected return is sufficiently higher
  • The risk of the investor's portfolio, not the
    risk of any individual security in the portfolio,
    drives the risk?return trade-off

8
Estimating the Risk-Free Rate
  • To estimate a company's cost of equity
    we need to estimate the
  • Risk-free interest rate
  • Equity risk premium
  • Company's Beta

9
The Cost of Equity
is the risk-free interest rate
is the equity risk premium
is the degree to which the stock's returns are
correlated with market movements, or systematic
risk
10
The Cost of Equity Continued
  • Estimating the Risk-free Interest Rate
  • Begin with a long-term risk-free interest rate
    such as 30-year Treasury bonds
  • Because in a corporate valuation context, the
    cash flow stream generally has a fairly long
    duration

11
The Cost of Equity Continued
  • Equity Risk Premium
  • The additional expected return above the
    risk-free rate that an investor requires to hold
    an average-risk stock rather than a Treasury bond
  • The most subjective task
  • Many analysts use the average Historical
    Equity Premium Earned

12
The Cost of Equity Continued
  • Equity Risk Premium Continued
  • Historical Equity Premium Earned
  • The excess return actually earned on stocks in a
    given period over (or under) the amount earned on
    the risk-free asset
  • Assumes expected premium today is unchanged from
    the past
  • It is what investors are expecting

13
The Cost of Equity Continued
  • Understanding Beta
  • Beta measures a stock's correlation
    with the market
  • It represents the firms sensitivity of market
    performance
  • Systematic risk vs. Nonsystematic risk
  • Ex. 7.3 scatter plot of a stock
  • Ex. 7.4 scatter plot of portfolios

14
Understanding Beta
Beta, A measure
of correlation with the market
Additional volatility unrelated to the market
15
Estimating Beta
  • Beta is estimated by regressing a firm's stock
    returns on the market's returns over a period of
    time
  • Fitting a best fit line through a scatter plot
    such as that of Ex. 7.3

16
Estimating Beta Continued
  • Before running regression we must determine
  • Return interval
  • Daily returns or monthly returns
  • Estimation period
  • Such as trailing five years or one year period

17
Return Interval
  • A shorter return interval provides a
    more precise estimate of beta
  • For a given time period, using a shorter return
    interval increases the number of independent
    observations

18
Estimation Period
  • A longer period increases number of observations
  • But it is likely that the company was
    fundamentally different than it is currently
  • Common approach is five years
  • Shorter period is suitable for companies with
    substantial change over last five years
  • Such as acquisition or divestiture

19
The Weighted-Average Cost of Capital (WACC)
  • Is used in the
  • Free cash flow model
  • Residual income model

20
The Weighted-Average Cost of Capital
Continued
  • To obtain the weighted-average cost of capital
  • Average the estimated cost of equity with the
    costs of all other capital claims

is the corporate
marginal tax rate
21
Computing WACC with No Nonoperating Assets
Easy Company
  • 0.0966

22
The Weighted-Average Cost of Capital
Continued
  • What if there is nonoperating asset?
  • Applying the formula will usually generate a
    lower WACC, because the cost of equity is lowered
    by the extra cushion of equity
  • Exhibit 7.10
  • Treating nonoperating security as negative debt
  • Because only net debt matters


23
Computing Not So Easys WACC
0.0966
0.0966
24
Unlevering Beta
25
Beta Vs. Leverage
Unlevered beta 0.98
Beta when d 0.30 is 1.344
26
The Unlevered Cost of Equity
To obtain the unlevered cost of equity
  • Apply an unlevering formula to the cost of equity

27
Issues With Private Companies
  • For private companies
  • Betas cannot be estimated directly from stock
    returns Instead, Use betas of comparable firms,
    adjusting for the capital structure differences

28
Summary
  • We have learned
  • Why different valuation models use different
    discount rates
  • The capital asset pricing model

29
Summary Continued
  • How to estimate the discount rate for each model
  • How to alter the analysis of discount rates for
    private companies
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