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Fundamental Analysis

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Must forecast economy better' than others, then translate into investment advice ... Auto. Steel. Manufacturing in general. Inflation. Regulated co's; utilities ... – PowerPoint PPT presentation

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Title: Fundamental Analysis


1
Fundamental Analysis
  • Finance 7320
  • Lecture 6

2
Objective Value Shares
  • Fundamental Analysis the process of using
    fundamental information about a company to arrive
    at an estimate of the share price
  • Fundamental ? would influence opinion of value
  • Value ? present value of future cash flows

3
Fundamental Analysis
  • Issue Must forecast EPS, DPS and growth
  • Must forecast economy better than others, then
    translate into investment advice
  • Economic forecast gt Asset Allocation
  • Recession Bonds ? Stocks ?
  • Expansion Bonds ? Stocks ?
  • Stocks gt Which Industry? gt Which Cos

4
Fundamental Analysis
  • Top Down Analysis
  • Global Economy
  • Macroeconomy
  • Industry Analysis
  • Equity Valuation Models
  • Economic forecast gt Industry gt Cos

5
Global Economy
  • Historically -- highly variable growth
  • Why important?
  • Export Cos - growth opportunities
  • Competition - imports
  • Exchange rates

6
Effect of Exchange Rates
  • Exchange rate - price of one currency in terms of
    another
  • Rising gt takes more of foreign currency to
    buy a (price of s ?)
  • Hurts exports - US goods more expensive
  • Makes imports more competitive
  • Helps foreign investment in US
  • Hurts US investment in foreign

7
Effect of Exchange Rates
  • Falling gt takes more to buy foreign
    currency (price of s ?)
  • Helps exports - US goods cheaper
  • Makes imports more expensive
  • Hurts foreign investment in US
  • Helps US investment in foreign countries

8
Macroeconomy
  • GDP
  • Auto
  • Steel
  • Manufacturing in general
  • Inflation
  • Regulated cos utilities
  • Input prices more flexible than output
  • Oil companies w/reserves

9
Macroeconomy
  • Exchange Rates
  • Export sensitive want weak dollar
  • Import sensitive (inputs) want strong dollar
  • Interest rates
  • Housing
  • Consumer durables
  • Business investment
  • Financial services companies
  • Utilities

10
Macroeconomy
  • Consumer sentiment
  • Autos
  • Consumer durables
  • Fiscal Policy
  • Government Spending
  • Taxes

11
Monetary Policy
  • Money supply prices
  • Open market operations Fed buys/sells bonds gt
    two impacts
  • Market Clearing (short-run)
  • Buys gt reserves ? bond prices ? rates ?
  • Sells gt reserves ? bond prices ? rates ?
  • Inflation Expectations (long-run)

12
Leading Economic Indicators
  • Tend to lead rest of economy
  • Money Supply
  • Stock Market
  • Weekly hours
  • Changes in raw materials prices
  • ?s in consumer expectations

13
Industry Analysis
  • Issue How sensitive is industry to business
    cycle?
  • First Define Industry
  • SIC codes (recently revised)
  • Moodys, SP, Value Line forecasts

14
Sensitivity to Business Cycle
  • Sensitivity of Sales
  • Sensitive Autos, Steel, Luxuries
  • Non-Sensitive Necessities cons. Staples
  • Operating Leverage - firms with high OL are more
    sensitive (more fixed costs gt cannot reduce
    costs with sales)
  • Financial Leverage - use of debt financing

15
Industry Analysis
  • Industry Life Cycles or Phases
  • Start up (product development rapid growth)
  • Consolidation (software stable growth)
  • Maturity (utilities slowing growth)
  • Decline (domestic tobacco)
  • High growers gt profit opport. gt competition
  • Ease of entry gt competition

16
Summary
Economy
Sales
Operating/Financial Leverage
Earnings (Cash Flow)
17
Equity Valuation Models
  • Balance Sheet ? Book Value per share
  • Equity shares
  • Book value reflects acctg entries only
  • Does not include
  • Brand name
  • Customer loyalty
  • Expertise reputation
  • Future growth opportunities
  • Liquidation Value
  • Replacement Value

18
Intrinsic Value
  • Value today Present Value of Future CFs
  • V0 D1 P1 / (1R)
  • Also R P1 - P0/P0 D1/P0
  • Returns
  • Expected - given price expected CFs
  • Required - based on risk
  • Realized - actual return after the fact

19
Example
  • Suppose
  • P1 52 (expected)
  • D1 4.00 (expected)
  • P0 48
  • Beta 1.2
  • Rf 6 Rm - Rf 5
  • Recall R Rf B(Rm - Rf)

20
Example
  • Expected Return
  • R 52 - 48/48 4/48 16.67
  • Required R 6 1.2(5) 12
  • Is Stock Over or Under valued?
  • gt undervalued stock price has to rise
  • Intrinsic Value
  • P0 52 4 / (112) 50 gt 48

21
Dividend Discount Model
  • P0 D1/(1R) D2/(1R)2 D3/(1R)3 ...
  • If Dividends are expected to grow at the constant
    rate g, then
  • P0 D1/(R-g) or P0 Do(1g)/(R-g)
  • Price will be higher
  • The higher the expected dividend
  • The lower the capitalization rate, R
  • The higher the expected growth rate, g
  • The model is extremely sensitive to inputs

22
Dividend Discount Model
  • Example
  • D1 4.00
  • g 5
  • R 12
  • P0 D1/(R-g) 4/(12-5) 57.14
  • Note Since P1 D2/(R-g) D1(1g)/(R-g)
  • P1 D1/(R-g) x (1g)
  • P1 P0 x (1g)
  • Price grows at constant rate

23
Dividend Discount Model
  • Suppose
  • D1 4.00
  • g increases from 5 to 6
  • What happens to price?
  • What happens to expected return?
  • P0 4/(12-6) 66.67
  • E(R) D1/P0 g 4/66.67 6 12
  • (unchanged)

24
Stock Prices Investment Opportunities
  • Sustainable Growth Rate rate of growth such that
    D/E remains constant no new equity is needed
  • SGR r x ROE
  • R retention ratio (1-DPS)/EPS
  • DPS Dividends per share

25
Example
  • Suppose EPS 5.00 and R 12.5
  • Compute Value P/E ratio for following

26
Example, cont.
  • Company 1
  • r 0 gt D1 5.00
  • g ROE x r 15 x 0 0
  • P0 5/(12.5 - 0) 40.00
  • P/E 40/5 8 ( 1/R) capitalization rate

27
Example, cont.
  • Company 2
  • r 60 gt D1 .4 x 5.00 2.00
  • g ROE x r 15 x .6 9
  • P0 2/(12.5 - 9) 57.14
  • P/E 57.14/5 11.43 gt 1/R

28
Example, cont.
  • Company 3
  • r 60 gt D1 .4 x 5.00 2.00
  • g ROE x r 12.5 x .6 7.5
  • P0 2/(12.5 - 7.5) 40.00
  • P/E 40.00/5 8 1/R

29
Summary
  • Expected EPS same for all three firms
  • Only positive NPV growth leads to increase in
    share value (ROE gt R)
  • P/E 1/R for no growth
  • P/E gt 1/R for positive NPV growth firms
  • P0 E/R PVGO
  • P0 40 17.14

30
Relation Between P/E Growth
  • P D/(R-g)
  • D E x (1 - r)
  • g ROE x r (sustainable growth rate)
  • SO
  • P E x (1 - r) / (R - ROE x r)
  • P/E (1 - r) / (R - ROE x r)

31
Relation Between P/E Growth
  • Now, take derivative of P/E w/r/t r
  • (R - ROE x r) x (-1) - (1 - r) (-ROE) / (xx)2
  • Denominator is always positive
  • Numerator ROE - R
  • ROE gt R gt P/E increases when r increases
  • If ROE lt R, growth reduces P/E P
  • Growth must be value enhancing!

32
Example
  • Consider a takeover target w/ entrenched mgmt
  • r 60 ROE 10 R 15 EPS 5.00
  • D (1 - 60) x 5 2.00
  • g 10 x 60 6
  • P 2 / (15 - 6) 22.22
  • PVGO P0 - E/R 22.22 - 5/.15 -11.11
  • Buy firm increase value by setting r 0
  • P0 5/.15 33.33

33
P/E ratios Risk
  • From Before we know that
  • P/E (1 - r) / (R - ROE x r)
  • P/E (1 - r) / (R - g)
  • Risk is reflected in R R is investors required
    return
  • Higher risk gt Higher R
  • Higher R gt Lower P/E (ceteris paribus)

34
Pitfalls with P/E Approach
  • Earnings can fluctuate dramatically
  • What are normal earnings?
  • P/E in DDM uses expected Earnings
  • Reported P/E based on historical earnings
  • Example
  • P/E 1997 actual earnings 21.9
  • P/E 1998 forecast earnings 18.3

35
Multi-stage Growth Model
  • Company grows at different rate early
  • Eventually becomes constant growth
  • Example Semiconductors Utilities
  • ROA 18 7.6
  • Payout 4.3 70.8
  • Growth 8.3 3.8

36
Problem 13
  • Assume Rf 8 Rm 15 Beta 1.2
  • r 60 E0 10 ROE 20
  • What is intrinsic value per share?
  • g 20 x 60 12
  • R 8 1.2(15-8) 16.4
  • P0 D1/(R-g) 4 x(112)/(16.4 - 12)
  • 101.82

37
Problem 13
  • What is HPR if P is currently 100 and is
    expected to equal intrinsic value in 1 year?
  • P1 101.82 x 1.12 114.04
  • D1 4.00 x 1.12 4.48
  • R (4.48 114.04 - 100) / 100
  • 18.52

38
Problem 15 a
  • EPS 4.24 DPS 1.91
  • 20 growth next 5 years 7 thereafter
  • R 10
  • D1 1.91 x 1.20 2.29
  • D2 2.29 x 1.20 2.75
  • D3 2.75 x 1.20 3.30
  • D4 3.30 x 1.20 3.96
  • D5 3.96 x 1.20 4.75
  • D6 4.75 x 1.07 5.09

39
Problem 15 a
  • Recall Pt Dt1/(R - g)
  • P5 D6/(R-g) 5.09/(.10 - .07) 169.67
  • Present Value
  • D1 1.91 x 1.20 2.29 (1.1) 2.08
  • D2 2.29 x 1.20 2.75 (1.1)2 2.27
  • D3 2.75 x 1.20 3.30 (1.1)3 2.48
  • D4 3.30 x 1.20 3.96 (1.1)4 2.70
  • D5 3.96 x 1.20 4.75 (1.1)5 2.95
  • P5 169.67 (1.1)5 105.35
  • P0 (2.082.272.482.702.95105.35) 117.83

40
Problem 15, bc
  • Phillip Morris P/E 80.25/4.24 18.9
  • SP 500 P/E 417.09/16.29 25.60
  • Relative 18.9 / 25.60 .74
  • PM Price/Book 80.25/(12512/920) 5.9
  • SP 500 P/Bk 417.09/161.08 2.59
  • Relative 5.9/2.59 2.28

41
Financial Statement Analysis
  • Historical gt Analyst gt Future
  • Accounting v. Economic Earnings
  • Economic earnings maintains productive capacity
  • ROE Leverage
  • ROE (1 - t)ROA (ROA - i) D/E
  • ROE increases with D if ROA gt i

42
Decomposition of ROE
  • Net Profit / Pretax profit (tax burden)
  • x
  • Pretax Profit / EBIT (interest burden)
  • x
  • EBIT / Sales (profit margin)
  • x
  • Sales / Assets (asset turnover)
  • x
  • Assets / Equity (equity multiplier)

43
ROE analysis
  • ROE tax burden x ROA x Leverage factor
  • Leverage factor Interest burden x leverage
  • ROA EBIT/Assets ( ROS x ATO)
  • Meaningful for same industry only
  • Ex Utility supermarket chain
  • Can differ within industry
  • Ex Wal-Mart and Neiman Marcus
  • (Low ROS, High ATO High ROS, low ATO)

44
Ratio Analysis
  • Turnover ratios Use average B/S amount
  • Comparability
  • Accounting v. Economic Earnings
  • FIFO v. LIFO
  • Economic v. Acctg. Depreciation
  • International Practices
  • Reserving Intangibles
  • Depreciation
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