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- Christian Maupetit
1
- Christian Maupetit
2
Valuation concepts
Valuating an ongoing company is neither easy
nor exact.
The field of finance, however, has developed
methods for getting close to the value.
- Christian Maupetit
3
Valuation concepts
The true value of a business is never “knowable”
with certainty.
The lack of certainty is the result of two
problems
- Christian Maupetit
4
Valuation concepts
First, alternative valuation methods consistently
fail to produce the same outcome
Second, the product of valuation methods is only
good as the data and the estimates we bring to
them, are often incomplete or unreliable.
- Christian Maupetit
5
Valuation concepts
Methods used to value a company.
 Asset-based valuation
 Multiple approach valuation
 Discounted cash flow method
 Dividend discount model
 Other models
- Christian Maupetit
6
Asset-based valuations
One way to value a company is to determine the
value of its assets.
Four approaches :
• Equity book value
• Adjusted book value
• Liquidation value
• Replacement value
- Christian Maupetit
7
Asset-based valuations
Equity book value
Equity book value is the simplest valuation approach
and uses the balance sheet as its primary source of
information.
Equity book value = Total assets - total liabilities
but assets are placed on the balance sheet at their historical costs,
which may not be their value today
- Christian Maupetit
8
Asset-based valuations
Adjusted book value
Adjusted book value attempts to restate the value of
the balance sheet assets to realistic market levels.
When adjusting asset values, it is important to
determine the real value of any listed intangibles, such
as goodwill and patents.
- Christian Maupetit
9
Adjusted assets (market value)
- Christian Maupetit
10
Asset-based valuations
The various assets-based valuation approaches share
some strengths and weaknesses:
+ easy and inexpensive to calculate
- fail to reflect the actual market value of assets
- Christian Maupetit
11
Earning-based valuations
Another approach to valuing a company is to capitalize
its earnings.
This involves multiplying one or another income
statement earnings by some multiple.
For a publicly traded company, the current share price multiplied by
the number of outstanding shares indicates the market value of the
company’s equity.
- Christian Maupetit
12
Earning-based valuations
In the multiple approach, we assume the ratio of
value of some firm-specific variable is the same
across firms.
We call this ratio the multiple.
The firm-specific variable is the driver.
Common multiples include PE ratio, market to
book value ratio (MB)
- Christian Maupetit
13
Earning-based valuations
Earnings multiple
P/E ratio
The price earning ratio (market price/EPS) is a
multiple approach to pricing the equity on a
company.
Here is the formula :
Equity value = Net income (earnings) * P/E
driver multiplier
- Christian Maupetit
14
Earning-based valuations
EBIT multiple
Selected adjusted multiple
for example :TIC*/EBIT
Equity value = EBITDA * multiple
*TIC = CS+Debts+PS-cash
- Christian Maupetit
15
Dividend based value
The dividend discount model is based on the
idea that the value of any security is the present
value of the security’s expected future cash
flows discounted at the rate of return demanded
by stockholders
Return (expected or required)
- Christian Maupetit
16
Dividend Discount Model
The Gordon Growth Model,
Common Equity :
Dividend/(cost of equity-growth)
- Christian Maupetit
17
Dividend Discount Model
The Gordon Growth Model,
3 assumptions:
 Initial dividend
 Cost of equity
 Dividend growth rate
- Christian Maupetit
18
Dividend Discount Model
The Gordon Growth Model,
The initial dividend has to be determined
(annual report, public sources…)
The cost of equity has to be estimated.
- Christian Maupetit
19
Dividend Discount Model
The Gordon Growth Model,
Example
A company is paying a dividend of 3 €/share
The cost of equity is 12%
The growth (indefinitely) 5%/year
What is the firm’s value ?
- Christian Maupetit
20
Dividend Discount Model
The Gordon Growth Model,
Firm’s value:
Dividend / k-g
- Christian Maupetit
21
Dividend Discount Model
The Gordon Growth Model,
Firm’s value:
3 €/12%-5% = 42.86€ * # shares
- Christian Maupetit
22
The CAPM formula is: Expected Security Return =
Riskless Return + Beta x (Expected Market Risk
Premium)or:
r = Rf + Beta x (RM - Rf)
where:
- r is the expected return rate on a security;
- Rf is the rate of a "risk-free" investment, i.e. cash;
- RM is the return rate of the appropriate asset class.
- Christian Maupetit
23
Beta is the overall risk in investing in a large market, like
the New York Stock Exchange.
Each company also has a Beta. A company's Beta is
that company's risk compared to the Beta (Risk) of the
overall market.
If the company has a Beta of 3.0, then it is said to be 3
times more risky than the overall market.
Beta measures the volatility of the security, relative to
the asset class.
- Christian Maupetit
24
The beta, measures stock price volatility relative
to the overall stock market. We use the S&P 500
as a proxy for the market and we automatically
define it's Beta as being 1.00.
A higher beta indicates that a stock is more
volatile while a lower beta indicates more
stability.
- Christian Maupetit
25
A stock with a Beta of 0.90 would, on average,
be expected to rise or fall only 90% as much as
the market.
So if the market dropped 1.0%, such a stock
might rise or fall .90%
How do we value a firm with no dividend ?
- Christian Maupetit
26
Cost of capital
The assets of a company are financed by either
Debts Equity
or
- Christian Maupetit
27
+
Cost of capital
Cost
- Christian Maupetit
28
Cost of capital
Definition
The cost of capital is the sum of the cost of
equity plus the cost of debt.
- Christian Maupetit
29
Definition
Cost of Debt is the required rate of return
on investment of the lenders of a
company.
Cost of Debt
- Christian Maupetit
30
- Christian Maupetit
31
Definition
Cost of common Stock is the required rate
of return on investment of the
shareholders of the company.
Cost of Equity
- Christian Maupetit
32
- Christian Maupetit
33
Definition
The weighted average of the cost of equity
and the cost of debt are determined by the
relative proportions of equity and debt in a
firm's capital structure.
WACC
- Christian Maupetit
34
- Christian Maupetit
35
- Christian Maupetit
36
Discounting cash flows means converting future
earning to today’s money.
The future cash flows have to be discounted in
order to express present value in order to
properly determine the value of the company.
Free cash flows
- Christian Maupetit
37
Free cash flow looks at the cash the company's
operations actually generated in a given year,
and subtracts important "non-operating" cash
outlays; capital spending and dividend
payments.
Free cash flows
- Christian Maupetit
38
Key indicators
Free cash flows (definition)
Cash not required for operations or for
reinvestment.
Often defined as earnings before interest (often
obtained from the operating income line on the
income statement) less capital expenditures less
the change in working capital.
Free cash flows
- Christian Maupetit
39
Free cash flows (formula)
Sales (Revenues from operations)
- COGS (Cost of goods sold-labor, material, book depreciation)
- SG&A (Selling, general administrative costs)
EBIT (Earnings before interest and taxes or Operating Earnings)
- Taxes (Cash taxes)
EBIAT (Earnings before interest after taxes)
+ DEP (Book depreciation)
- CAPX (Capital expenditures)
- ChgWC (Change in working capital)
C (Free cash flows)
Free cash flows
- Christian Maupetit
40
Example 1
- Christian Maupetit
41
- Christian Maupetit
42
Example 1
- Christian Maupetit
43
WACC
Weighted cost of Debts 2.59 %
Weighted cost of Equity 6.47%
Weighted Average cost of capital 9.07 %
2,59%
6,47%
9,07%
Weighted Cost
of Debt +
Weighted Cost
of Equity =
Weighted Average
Cost Of Capital
Example 2
- Christian Maupetit
44
Discounted Free Cash Flows
19 0 0
2 0 0 0
2 10 0
2 2 0 0
2 3 0 0
2 4 0 0
2 50 0
2 6 0 0
2 0 12 2 0 13 2 0 14 2 0 15 2 0 16 2 0 17 2 0 18 2 0 19
FC Fs
2033.45
1938.57
1831.98
1729.90
1634.42
1557.37
1484.56
12 209.45
Cash
flow
Example 3
- Christian Maupetit
45
Growth rate (activity)
2012 2014 = 3% per year
2014 2017 = 2% per year
2017 2019 = 3% per year
Discount rates
9% for cash flows and 10% for terminal
value
Σ FCFs
64%
TV
36%
Example 4

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Corp valuation 2013 v2vnm

  • 2. - Christian Maupetit 2 Valuation concepts Valuating an ongoing company is neither easy nor exact. The field of finance, however, has developed methods for getting close to the value.
  • 3. - Christian Maupetit 3 Valuation concepts The true value of a business is never “knowable” with certainty. The lack of certainty is the result of two problems
  • 4. - Christian Maupetit 4 Valuation concepts First, alternative valuation methods consistently fail to produce the same outcome Second, the product of valuation methods is only good as the data and the estimates we bring to them, are often incomplete or unreliable.
  • 5. - Christian Maupetit 5 Valuation concepts Methods used to value a company.  Asset-based valuation  Multiple approach valuation  Discounted cash flow method  Dividend discount model  Other models
  • 6. - Christian Maupetit 6 Asset-based valuations One way to value a company is to determine the value of its assets. Four approaches : • Equity book value • Adjusted book value • Liquidation value • Replacement value
  • 7. - Christian Maupetit 7 Asset-based valuations Equity book value Equity book value is the simplest valuation approach and uses the balance sheet as its primary source of information. Equity book value = Total assets - total liabilities but assets are placed on the balance sheet at their historical costs, which may not be their value today
  • 8. - Christian Maupetit 8 Asset-based valuations Adjusted book value Adjusted book value attempts to restate the value of the balance sheet assets to realistic market levels. When adjusting asset values, it is important to determine the real value of any listed intangibles, such as goodwill and patents.
  • 9. - Christian Maupetit 9 Adjusted assets (market value)
  • 10. - Christian Maupetit 10 Asset-based valuations The various assets-based valuation approaches share some strengths and weaknesses: + easy and inexpensive to calculate - fail to reflect the actual market value of assets
  • 11. - Christian Maupetit 11 Earning-based valuations Another approach to valuing a company is to capitalize its earnings. This involves multiplying one or another income statement earnings by some multiple. For a publicly traded company, the current share price multiplied by the number of outstanding shares indicates the market value of the company’s equity.
  • 12. - Christian Maupetit 12 Earning-based valuations In the multiple approach, we assume the ratio of value of some firm-specific variable is the same across firms. We call this ratio the multiple. The firm-specific variable is the driver. Common multiples include PE ratio, market to book value ratio (MB)
  • 13. - Christian Maupetit 13 Earning-based valuations Earnings multiple P/E ratio The price earning ratio (market price/EPS) is a multiple approach to pricing the equity on a company. Here is the formula : Equity value = Net income (earnings) * P/E driver multiplier
  • 14. - Christian Maupetit 14 Earning-based valuations EBIT multiple Selected adjusted multiple for example :TIC*/EBIT Equity value = EBITDA * multiple *TIC = CS+Debts+PS-cash
  • 15. - Christian Maupetit 15 Dividend based value The dividend discount model is based on the idea that the value of any security is the present value of the security’s expected future cash flows discounted at the rate of return demanded by stockholders Return (expected or required)
  • 16. - Christian Maupetit 16 Dividend Discount Model The Gordon Growth Model, Common Equity : Dividend/(cost of equity-growth)
  • 17. - Christian Maupetit 17 Dividend Discount Model The Gordon Growth Model, 3 assumptions:  Initial dividend  Cost of equity  Dividend growth rate
  • 18. - Christian Maupetit 18 Dividend Discount Model The Gordon Growth Model, The initial dividend has to be determined (annual report, public sources…) The cost of equity has to be estimated.
  • 19. - Christian Maupetit 19 Dividend Discount Model The Gordon Growth Model, Example A company is paying a dividend of 3 €/share The cost of equity is 12% The growth (indefinitely) 5%/year What is the firm’s value ?
  • 20. - Christian Maupetit 20 Dividend Discount Model The Gordon Growth Model, Firm’s value: Dividend / k-g
  • 21. - Christian Maupetit 21 Dividend Discount Model The Gordon Growth Model, Firm’s value: 3 €/12%-5% = 42.86€ * # shares
  • 22. - Christian Maupetit 22 The CAPM formula is: Expected Security Return = Riskless Return + Beta x (Expected Market Risk Premium)or: r = Rf + Beta x (RM - Rf) where: - r is the expected return rate on a security; - Rf is the rate of a "risk-free" investment, i.e. cash; - RM is the return rate of the appropriate asset class.
  • 23. - Christian Maupetit 23 Beta is the overall risk in investing in a large market, like the New York Stock Exchange. Each company also has a Beta. A company's Beta is that company's risk compared to the Beta (Risk) of the overall market. If the company has a Beta of 3.0, then it is said to be 3 times more risky than the overall market. Beta measures the volatility of the security, relative to the asset class.
  • 24. - Christian Maupetit 24 The beta, measures stock price volatility relative to the overall stock market. We use the S&P 500 as a proxy for the market and we automatically define it's Beta as being 1.00. A higher beta indicates that a stock is more volatile while a lower beta indicates more stability.
  • 25. - Christian Maupetit 25 A stock with a Beta of 0.90 would, on average, be expected to rise or fall only 90% as much as the market. So if the market dropped 1.0%, such a stock might rise or fall .90% How do we value a firm with no dividend ?
  • 26. - Christian Maupetit 26 Cost of capital The assets of a company are financed by either Debts Equity or
  • 28. - Christian Maupetit 28 Cost of capital Definition The cost of capital is the sum of the cost of equity plus the cost of debt.
  • 29. - Christian Maupetit 29 Definition Cost of Debt is the required rate of return on investment of the lenders of a company. Cost of Debt
  • 31. - Christian Maupetit 31 Definition Cost of common Stock is the required rate of return on investment of the shareholders of the company. Cost of Equity
  • 33. - Christian Maupetit 33 Definition The weighted average of the cost of equity and the cost of debt are determined by the relative proportions of equity and debt in a firm's capital structure. WACC
  • 36. - Christian Maupetit 36 Discounting cash flows means converting future earning to today’s money. The future cash flows have to be discounted in order to express present value in order to properly determine the value of the company. Free cash flows
  • 37. - Christian Maupetit 37 Free cash flow looks at the cash the company's operations actually generated in a given year, and subtracts important "non-operating" cash outlays; capital spending and dividend payments. Free cash flows
  • 38. - Christian Maupetit 38 Key indicators Free cash flows (definition) Cash not required for operations or for reinvestment. Often defined as earnings before interest (often obtained from the operating income line on the income statement) less capital expenditures less the change in working capital. Free cash flows
  • 39. - Christian Maupetit 39 Free cash flows (formula) Sales (Revenues from operations) - COGS (Cost of goods sold-labor, material, book depreciation) - SG&A (Selling, general administrative costs) EBIT (Earnings before interest and taxes or Operating Earnings) - Taxes (Cash taxes) EBIAT (Earnings before interest after taxes) + DEP (Book depreciation) - CAPX (Capital expenditures) - ChgWC (Change in working capital) C (Free cash flows) Free cash flows
  • 43. - Christian Maupetit 43 WACC Weighted cost of Debts 2.59 % Weighted cost of Equity 6.47% Weighted Average cost of capital 9.07 % 2,59% 6,47% 9,07% Weighted Cost of Debt + Weighted Cost of Equity = Weighted Average Cost Of Capital Example 2
  • 44. - Christian Maupetit 44 Discounted Free Cash Flows 19 0 0 2 0 0 0 2 10 0 2 2 0 0 2 3 0 0 2 4 0 0 2 50 0 2 6 0 0 2 0 12 2 0 13 2 0 14 2 0 15 2 0 16 2 0 17 2 0 18 2 0 19 FC Fs 2033.45 1938.57 1831.98 1729.90 1634.42 1557.37 1484.56 12 209.45 Cash flow Example 3
  • 45. - Christian Maupetit 45 Growth rate (activity) 2012 2014 = 3% per year 2014 2017 = 2% per year 2017 2019 = 3% per year Discount rates 9% for cash flows and 10% for terminal value Σ FCFs 64% TV 36% Example 4