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Business strategy for lawyers Chapter 4: Corporate finance Prof. Amitai Aviram [email protected] University of Illinois College of Law Copyright © Amitai Aviram. All Rights Reserved S14D

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Business strategy for lawyersChapter 4:

Corporate financeProf. Amitai [email protected]

University of Illinois College of LawCopyright © Amitai Aviram. All Rights Reserved

S14D

Business strategy & financeBusiness managers compete in three markets

• Market for corporate control– Maintaining their position in the firm

• Product markets– Maximizing the firm’s profits

• Capital markets– Raising money for the firm from investors

Addressed in BA2

2 © Amitai Aviram. All rights reserved.

Business strategy & financeBusiness managers compete in three markets

• Market for corporate control– Maintaining their position in the firm

• Product markets– Maximizing the firm’s profits

• Capital markets– Raising money for the firm from investors

Addressed throughout this course

3 © Amitai Aviram. All rights reserved.

Business strategy & financeBusiness managers compete in three markets

• Market for corporate control– Maintaining their position in the firm

• Product markets– Maximizing the firm’s profits

• Capital markets– Raising money for the firm from investors

Topic of this section

4 © Amitai Aviram. All rights reserved.

Corporate financeOverview of Chapter 4

a) Capital marketsb) Valuationc) Financial engineering

© Amitai Aviram. All rights reserved.5

Capital marketsThinking of finance as a product

• The product: return on an investment– Ownership in a business (equity)– Lending money to a business/government (debt)– Ownership of a physical asset (gold, oil, art)

• Basis of competition (what makes a product good?)– Return on equity (RoE) [equity – the money you put at risk]– Risk– Price (fees)– Convenience

• Ease of access• Personal treatment• Access to investment research / explanations for novices

6 © Amitai Aviram. All rights reserved.

• Operational risk– Risk that business activities fail

• Leverage risk– Financing business with debt increases risk of the equity investment– We will see an example later in this section, in Calvin’s hypo

• Liquidity risk– Harder to sell illiquid assets (quick sale causes big loss)– But illiquid markets likely have lower market efficiency

• Concentration risk– Too many investors employing the same strategy (enter/exit at same time)– Strategy’s popularity gives false sense of lower liquidity risk

• Transparency risk– Difficulty to understand/valuate complex financial products– Results in inaccurate valuations

Capital marketsTypes of risk

7 © Amitai Aviram. All rights reserved.

Capital marketsEfficient Capital Markets Hypothesis

• Competing assumptions (called forms/levels of market efficiency)

Random prices

Strong-form efficiency

Semi-strong form efficiency

Weak-form efficiency

Prices reflect no information

Prices reflect previous price info

Prices reflect all public info

Prices reflect all info

8 © Amitai Aviram. All rights reserved.

Capital marketsInvesting to match the market

• Jane expects the S&P 500 (an index of 500 publicly-traded companies) to rise 5% in the coming year

• Is there a way that she can invest her money so that she makes exactly the same return as the S&P 500 -– If the market is weak-form efficient?– Semi-strong form efficient?– Strong-form efficient?

• To facilitate this kind of investing, there are special type of mutual funds called index funds– Index funds try to match the market index, not beat it– They do not pick the best stocks, but invest in all of them– Very low fees: <0.1%

9 © Amitai Aviram. All rights reserved.

• Calvin likes to live on the edge. He wants to invest so that he makes ten times what the S&P 500 does. I.e.:– If S&P 500 goes up 5%, Calvin profits 50%– If S&P 500 goes down 5%, Calvin loses 50%

• He borrows $100 from a bank;buys units in an S&P 500 index fund– For simplicity, assume 0% interest

• Bank holds as collateral:– The index fund units– $10 of Calvin’s own money (margin)

10 © Amitai Aviram. All rights reserved.

Capital marketsInvesting to match the market

• If S&P 500 went up by 5%– Calvin sells units for $105– Pays back $100 for loan– Profit: $5 off of a $10 investment → 50%

• If S&P 500 went down by 5%– Calvin sells units for $95– Owes bank $100 for loan– Bank keeps $95 proceeds + $5 out of the margin– Profit: -$5 off of a $10 investment → -50%

• How much does this arrangement cost?• Will it work in efficient capital markets?

11 © Amitai Aviram. All rights reserved.

Capital marketsInvesting to match the market

Capital markets Thinking of finance as a product

• Because investing to earn market’s RoE is “produced” differently than investing to beat the market, we should treat them as different markets, or at least different segments of market

• Competition for providing market RoE– Entry problem: anyone can make investments with same return (risk-adjusted)

as market as a whole– Result: Low “price” (fees) (~0.1% per year on index mutual fund)– Fees cap supplier’s overhead (0.1% is not enough to attract talent)

• Competition for providing above-market RoE– ECMH: because everyone is trying to beat the market, any info that affects

price of investment will immediately be incorporated into the price– So, challenge is to overcome ECMH & earn above-market RoE– To explore how, consider first some financial terminology…

12 © Amitai Aviram. All rights reserved.

• In finance theory, the correlation between an investment & the market is known as Beta (β)

• β=1: Investment acts exactly same as the market– E.g., an index fund aims to have β=1

• β=10: Investment rises & falls 10 times as much as the market– E.g., Calvin’s investment

• β=0: Investment is not correlated with the market at all– E.g., lottery ticket

• β=-1: Investment acts exactly opposite of the market– E.g., selling short S&P index fund units

13 © Amitai Aviram. All rights reserved.

Capital marketsBeta

Capital marketsBeta return

• The beta return means the portion of the returnthat is explained by what the market as a whole did,adjusted for investment’s risk– I.e., the return that is cheap to create

• Example: if the S&P 500 went up 5%, then– the “beta return” for an investment with β=1 is 5%

• This is cheap to create, as Jane did– the “beta return” for an investment with β=10 is 50%

• This is cheap to create, as Calvin did

14 © Amitai Aviram. All rights reserved.

• The portion of the return that is not explained by the market is called Alpha (α) (sometimes called “abnormal return”)• This is the part of the return that requires expertise to create

• A money manager earned a return of 20%. What is her α if –– the portfolio’s beta is 1?– the portfolio’s beta is 10?

• Based on her performance, does she deserve ahigher fee than what an index fund charges?

Beta Alpha

15 © Amitai Aviram. All rights reserved.

Capital marketsAlpha & investment performance

Capital marketsAlpha & investment performance

• To know Alpha, you need to know β (the risk of the investment)

– Infer β from past behavior• But investments may act differently in the future• Also, new investments have no past record track

– Calculate β for the past year & pay at end of year• A single year may not be representative

– Calculate β for the past 10 years & pay then• But no money manager will wait that long to be paid• And few investors will invest for that long

16 © Amitai Aviram. All rights reserved.

Capital marketsCreating alpha

• How do you earn an abnormal return (α)?– Creating a β return is easy & inexpensive

• How do you create a Beta return?– But this means that it’s not enough money for an

expert money manager– To justify high fees, a money manager needs to create

an alpha return

• Three ways to create alpha…

17 © Amitai Aviram. All rights reserved.

Capital marketsCreating alpha

1. Entrepreneurship• Control the enterprise & make it work better. E.g.

– Venture capitalism: take an inventor & idea and turn into professionally run business

– Shareholder activism: buy unpopular (cheap) company, replace its management with one that the market trusts more, sell when prices rise

• Why aren’t profits competed away?– Requires continuous, active involvement

• Limits manager to a small number of ventures– Requires new ideas

18 © Amitai Aviram. All rights reserved.

Capital marketsCreating alpha

2. Valuation• Identify underpriced investments & invest in them• Requires market efficiency < strong

– Less liquid markets (few buyers/sellers); or– Faster trading technology than rivals

• Also requires better valuation skills than rivals– Nonpublic information (w/o it, mkt eff must be <semi-strong)– Better analysis skills

• Why aren’t profits competed away?– Scale of investment

• Requires significant investment in collecting/analyzing info– Time scope of investment (Harder to exit an illiquid investment)

19 © Amitai Aviram. All rights reserved.

Capital marketsCreating alpha

3. Financial engineering• Improve efficiency of firm’s use of capital; or -• Create new financial products appealing to investors

– Example: Mutual funds. Before mutual funds, middle class investors were unable to diversify, and so bore a higher risk• Investors pay in fees some of the costs the funds save them

• Why aren’t profits competed away?– Requires constant innovation

• Once a new idea becomes known, others copy it– Requires expertise & marketing ability

20 © Amitai Aviram. All rights reserved.

• Making the business more profitable– This is the topic of all other sections of this course

21 © Amitai Aviram. All rights reserved.

Capital marketsCreating alpha: entrepreneurship

• Works only in less efficient markets, and only if investor has superior valuation skills

22 © Amitai Aviram. All rights reserved.

Capital marketsCreating alpha: valuation

• Improve efficiency of firm’s use of capital– Creating new financial products is beyond scope of this course

23 © Amitai Aviram. All rights reserved.

Capital marketsCreating alpha: financial engineering

Corporate financeOverview of Chapter 4

a) Capital marketsb) Valuationc) Financial engineering

© Amitai Aviram. All rights reserved.24

ValuationPiemonte v. New Boston Garden Corp. [Mass. 1979]

• Court needs to determine value of Boston Garden Arena Corp. (“Garden Arena”)– Boston Bruins & Boston Braves hockey franchises– Boston Garden Sports Arena (sports/entertainment facility)– Operator of food & beverage concession @ Arena

• Lower court judge uses “Delaware block approach”

25 © Amitai Aviram. All rights reserved.

ValuationMarket value

• Variation 1: Share price– Only works for a public company– Doesn’t work for valuation of a segment of a company

• Garden Arena is a public company– Between 1968-1972, shares traded between $20.50 & $29– Last sale prior to merger was for $26.50

• Why isn’t this the end of the valuation process?– Any reason market value won’t be the correct valuation?

26 © Amitai Aviram. All rights reserved.

ValuationMarket value

• Variation 2: Trading comps– Comparison to other publicly traded companies

• Example: Suppose that Garden Arena is not publicly traded, but Acme (which also owns a hockey franchise & sports arena) is publicly traded– Suppose Acme’s market value is $100M– Pick a relevant criteria to compare Acme to Garden Arena

(earnings, assets, number of season ticket holders, etc.)– Suppose that Acme has twice the earnings of Garden Arena– Garden Arena’s valuation would therefore be $50M

• Weaknesses of this method?

27 © Amitai Aviram. All rights reserved.

ValuationMarket value

• Variation 3: Deal comps– Comparison to other company acquisitions

• Example: Suppose that no hockey teams are publicly traded, but Acme (which also owns a hockey franchise & sports arena) was recently acquired for $100M– Pick a relevant criteria to compare Acme to Garden Arena

(earnings, assets, number of season ticket holders, etc.)– Suppose that Acme has twice the earnings of Garden Arena– Garden Arena’s valuation would therefore be $50M

• Weaknesses of this method?

28 © Amitai Aviram. All rights reserved.

ValuationEarnings vs. cashflow

• Cashflow: cash or assets that can readily be turned into cash (e.g., money in the firm’s bank account, liquid securities) that firm receives during specified period, less cash or equivalents that firm pays during same period

• Earnings: revenues - expenses, based on accounting rules• Why do cashflow & earnings differ?

– Revenues are recorded when a sale is made (not when money is paid)• E.g., A delivers widget to B, who will pay $100 next year; $100 revenue is

recorded now– Expenses recorded are those incurred in generating the revenues that were

recorded for that time period• E.g., This year A produced two widgets @ total cost of $120, but only one

widget was sold; A records expenses of $60• So, cashflow was -$120, but A recorded earnings of $60

29 © Amitai Aviram. All rights reserved.

ValuationEarnings vs. cashflow

• Why do cashflow & earnings differ? (continued)– The cost of assets used long-term (capital assets) is not recorded as an

expense; instead, it is depreciated over its lifetime• Example: A buys widget-producing machine for $10,000 in cash. The

machine is expected to have a lifespan of 10 years• Each year, a depreciation expense of $1,000 ($10K/10 years) is recorded;

after the 10th year, the machine is fully depreciated and no more depreciations are recorded

• Cashflow: -$10K in first year, no changes in later years unless new machine is needed

• Earnings: -$1K/year for 10 years• Cashflow fails to capture aspects of the “living business”, but earnings

are easier for managers to manipulate– E.g., decide machine’s life span is 5 yrs. or 20 yrs. to double or halve the

depreciation expense

30 © Amitai Aviram. All rights reserved.

ValuationEarnings / cashflow (comps)

• Variation 1: Earnings multiplier – 2 steps– Determine appropriate price/earnings (P/E) ratio (multiplier)– Value = Multiplier x company’s average earnings in past 5 yrs.

• Multiplier– Judge decides appropriate multiplier is 10– Comparison to other firms (publicly traded or acquired)

• Earnings– Earnings should exclude extraordinary gains/losses– Judge includes payments from expansion teams

• Weaknesses of this method?– Cashflow multiplier valuation done in same way

31 © Amitai Aviram. All rights reserved.

ValuationEarnings / cashflow (DCF)

• Variation 2: Discounted cash flow (DCF)– Not in Piemonte case– Predict future net cash flows (inflows - outflows)

• Considers cashflow, not earnings• Predicting future figures avoids bias of

misrepresentative past earnings, but futureestimates may be speculative

– Determine appropriate discount rate• I.e., money’s loss of value over time

– Discount future earnings by discount rate& add them up

32 © Amitai Aviram. All rights reserved.

ValuationEarnings / cashflow (DCF)

• Example (discount rate: 10%)Year Inflow Outflow Net cashflow Discount DCF

2000 $50 $250 -$200 1.00 -$200

2001 $300 $100 $200 0.90 $180

2002 $350 $50 $300 0.81 (0.9x0.9) $243

2003 $400 $50 $350 0.73 (0.9x0.9x0.9) $255.50

2004 $450 $50 $400 0.66 $264

2005 $500 $50 $450 0.59 $265.50

2006 $500 $50 $450 0.53 $238.50

Total $2,550 $600 $1,950 $1,246.50

33 © Amitai Aviram. All rights reserved.

ValuationEarnings / cashflow (LBO)

• Variation 3: LBO feasibility• Also not in Piemonte case• Example: Valuation of Target Corp.

– Assumptions• Target has a stable cashflow of $90M/yr.• Acquirer corp. can borrow money at 10% interest• Lender insists that Acquirer put in $100M of its own money; can use

borrowed money for the remainder of the acquisition (Why?)– Acquirer can borrow up to $900M while paying interest

exclusively from Target’s cashflow ($900M x 10% = $90M)– Target’s valuation is $1B ($900M borrowed + $100M equity)– In what way does this tell you how much Target is worth?

34 © Amitai Aviram. All rights reserved.

ValuationAsset value

• Net asset value: Value of all assets – all debts• Problem: Value of assets based on accounting standards –

not necessarily representing the market value of the assets or their value to the business– Example 1: New car purchased for $30K. Expected life: 10 years

• After 1 year, book value is $27K, but car worth far less• After 10 years, book value is $0, but car is still worth something

– Example 2: Law firm leases office space @ fair market value, owns furniture/computers worth $100K; profit: $2M/year

• Asset value clearly doesn’t represent business value of firm• Accounting concept of goodwill is a crude approximation

35 © Amitai Aviram. All rights reserved.

ValuationAsset value

• Example 3: Garden Arena purchased the Arena on May 1973 (½ year before valuation) for $4M, with $3.4M mortgage– If the Arena is worth $4M, then it would add $600K to Garden

Arena’s net asset value• Prior to purchase, Garden Arena leased the Arena with a fixed

maximum rent & an obligation on the lessee to pay only ⅔ of local real-estate tax increases

• Lease had 13 more years to run; inflation was high & real-estate taxes were rising

– Court: “The existence of the lease would tend to depress the purchase price.” Why?

36 © Amitai Aviram. All rights reserved.

• Last step is to give each valuation method a weight• Judge gives 10% to market value; 50% to asset value

– Market unreliable because of low flotation (freely-trading shares)• Less trading means less accurate valuation (inefficient market)• Even acquiring entire flotation wouldn’t give any control in company, so

market price discounts benefits to controlling SHs– Earnings value less reliable than asset value because:

• “Garden Arena had been largely a family corporation in which earnings were of little significance”

– What does that mean? Owners don’t care about making money?• “Garden Arena had approximately $5,000,000 in excess liquid assets; and…

substantial real estate holding in an excellent location.”– Why does this make asset value better than earnings value?

37 © Amitai Aviram. All rights reserved.

ValuationWeighting of valuations

• Valuation uses crude approximations to come up with very precise results– Like deciding whether a team has a first down in football

38 © Amitai Aviram. All rights reserved.

ValuationKeep a healthy skepticism…

Corporate financeOverview of Chapter 4

a) Capital marketsb) Valuationc) Financial engineering

© Amitai Aviram. All rights reserved.39

• Private equity firms (“PE”) are businesses that specialize in identifying attractive businesses (often public companies), acquiring control in them, making changes to improve their value, and after a few years sell them & distribute profits to the PE firm’s investors– Unlike other investors, PE emphasizes ability to improve the

company, not just spot undervalued companies (i.e., alpha comes from entrepreneurship, not just beating the capital market)

– Some value comes from improved financial engineering – better (or more risky) use of capital

40 © Amitai Aviram. All rights reserved.

Financial engineeringPrivate equity

• Process– PE firm owned by highly respected financial experts– PE firm opens a fund; solicits investors

• Investors invest in fund• Fund has limited lifespan; withdrawal rights restricted• Fund managed by PE firm; draws fees

– Fund uses money to buy control in several businesses• Makes changes to business to increase value

– Fund sells improved business– When time is up, fund dissolves & distributes profits

41 © Amitai Aviram. All rights reserved.

Financial engineeringPrivate equity

• According to Posen, 5 ways PE increases firm’s value– Reduce idle cash– Optimize capital structure– Improve business plan; monitor performance better– Better incentives for management– Better board member selection

Entrepre-neurship

Financial engineering

Reducing agency problem

42 © Amitai Aviram. All rights reserved.

Financial engineeringPosen, If Private equity sized up your business

• RoE = return (i.e., profit) / amount investor puts at risk• RoE can be increased by either:

– Increasing Return on Assets (RoA)• Managing the business better (entrepreneurship)

– Reducing the amount of equity (investor’s money at risk)• Reducing idle cash• Optimizing capital structure (leveraging)

43 © Amitai Aviram. All rights reserved.

Financial engineeringReducing idle cash

• Return tends to be correlated with risk– If investment is more risky, investors demand higher return– What’s likely to be more risky: the company’s main

business, or money the company has in the bank?• If investor wants a safe investment (with a low

return), she doesn’t need the company to make it– Why pay executives’ salaries, office space, etc., just to earn

interest on bank account?• So why do companies keep spare cash?

44 © Amitai Aviram. All rights reserved.

Financial engineeringReducing idle cash

• Spare cash levels offer a trade-off:– Spare cash reduces RoE– But higher chance to survive financial difficulties & exploit

business opportunities• Management has incentive to keep a lot of cash

– Gives them more flexibility to manage the company– Executive compensation tied to size of company– If company fails, they lose their jobs; on the other hand,

management doesn’t directly benefit from higher RoE• So, high cash levels may signal an agency problem• But, it also may be a prudent thing for firm to do

45 © Amitai Aviram. All rights reserved.

Financial engineeringReducing idle cash

• Even when the firm has no spare cash, it can reduce the amount of capital invested by borrowing money and returning it to investors– Dividends– Repurchasing shares

46 © Amitai Aviram. All rights reserved.

Financial engineeringOptimizing capital structure

• Example: Acme has $10M of assets; earns a profit of $1M/year (RoA = 10% [$1M/$10M])

• Originally, Acme has no debt (all equity)– RoE=10% [$1M/$10M]

• Acme borrows $8M from bank @ 5% (paying $250K/yr), offering its assets as collateral– Acme then gives its SHs a $8M dividend (equity is now $2M)

• Or, Acme purchases $8M of its shares (again, equity=$2M)– Acme now has a profit of $750K– RoE=37.5% [$750K/$2M]

47 © Amitai Aviram. All rights reserved.

Financial engineeringOptimizing capital structure

• Modigliani & Miller: Capital structure shouldn’t matter if:– Capital markets are efficient– No information asymmetry between firm, SHs & lenders– No bias caused by tax laws– No bias caused by bankruptcy laws

• Why wouldn’t capital structure matter?– Because firms that have less capital and more debt are riskier, so

lenders would charge higher interest rate from firm, reducing profits and therefore RoE

48 © Amitai Aviram. All rights reserved.

Financial engineeringOptimizing capital structure

• So why does capital structure matter?1. Mispriced capital: capital markets are not always efficient

and information asymmetries exist– When credit is underpriced, firm benefits from higher leverage

2. Tax laws– Interest is deducted from profits; dividends are not

3. Bankruptcy costs4. Restricting free cash flow to control agents

– Interest reduces free cash flow, limiting managers’ ability to engage in wasteful expenditures (managers must return to capital markets to raise more money)

49 © Amitai Aviram. All rights reserved.

Financial engineeringOptimizing capital structure

Corporate financeAlpha & market efficiency

• Entrepreneurship– Only works in less efficient product markets

• Otherwise, competition erodes profits• Valuation

– Only works in less efficient equity markets• Otherwise, ECMH suggests you can’t make abnormal profits

• Financial engineering– Only works in less efficient debt markets

• Otherwise, Modigliani & Miller suggest financial structure doesn’t matter

50 © Amitai Aviram. All rights reserved.