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1 Introduction Chapter 1

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Derivatives

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  • 1

    Introduction

    Chapter 1

  • Learning Objectives

    Understand the transactions of derivative markets

    Understand categories of derivatives Understand purposes of using

    derivatives

    2

  • What is a derivative?

    A financial instrument whose value depends on (or derives from) the values of other, more basic, underlyingvariables

    Example: A stock option is a derivative whose values is dependent on the price of a stock

    3

  • Properties of Derivative A derivative is a kind of contract

    4

    Buyer Seller

    Underlying stock commoditybond

    derivatives

    Initial date: Sign the contract

    Expiration date: Deliver or quit the contract

  • Importance of Derivatives

    The most popular financial instrument for risk management

    The underlying variables contain tradable assets (stocks, currencies, commodities, electricity ) and non-tradable objects (credit, insurance payouts, the weather )

    Application (Using real options) of Evaluating new capital investment

    5

  • Categories of Derivatives

    Forward Chapter 4, 5 Futures Chapter 2, 3, 5, 6 Option Chapter 9, 10, 11 Swap Chapter 7

    6

  • Derivative Markets

    7

    ExchangeTraded

    Over TheCounter

    Standardize quality and quantity

    Mutually negotiation

    Bid price

    Offer price

  • 8

    Exchanges Trading Futures

    Chicago Board of Trade Chicago Mercantile Exchange LIFFE (London) Eurex (Europe) BM&F (Sao Paulo, Brazil) TIFFE (Tokyo) others (see list at end of book)

  • 9

    Exchanges Trading Options

    Chicago Board Options Exchange American Stock Exchange Philadelphia Stock Exchange Pacific Exchange LIFFE (London) Eurex (Europe) others (see list at end of book)

  • The Lehman Bankruptcy (Business Snapshot 1.1, page 3)

    Lehman Brothers (investment bank) was an active participant in the OTC derivatives markets

    On September 15, 2008, Lehman Brothers filed for bankruptcy (The biggest bankruptcy in US history)

    Reasons: High leverage, risky investments, and liquidity problems

    It had huge transactions outstanding with about 8,000 counterparties

    Liquidation is challenge10

  • 11

    Size of OTC and Exchange-Traded Markets(June 1998 ~ June 2014)

    Source: Bank for International Settlements Chart shows total principal amounts for OTC market and value of underlying assets for exchange market

    Size of Market ($ trillion)

  • 12

    Ways Derivatives are Applied

    To hedge risks To speculate (take a view on the future

    direction of the market) To lock in an arbitrage profit To change the nature of a liability To change the nature of an investment

    without incurring the costs of selling one portfolio and buying another

  • 13

    Foreign Exchange Quotes for GBP, May 24, 2010 (See page 5)

    Bid Offer

    Spot 1.4407 1.4411

    1-month forward 1.4408 1.4413

    3-month forward 1.4410 1.4415

    6-month forward 1.4416 1.4422

  • 14

    Example (page 5) On May 24, 2010 the treasurer of US

    corporation knows that the corporation will pay 1 million on November 24, 2010

    The treasurer enters into a long forward contract to buy 1 million in six months at an exchange rate of 1.4422

    This obligates the corporation to pay $1,442,200 for 1 million on November 24, 2010

  • 15

    What are the possible outcomes?

    1.5 1.35

    The possible spot exchange rate

    Forward price = 1.4422

  • 16

    Profit of the Example Spot exchange = 1.5 Sell 1 million in the market to have

    revenue: $1,500,000 Profit: (1.5 1.4422)$1million = $57,800 Spot exchange = 1.35 Sell 1 million in the market to have

    revenue: $1,350,000 Loss: (1.4422 1.35)$1million = $92,200

  • 17

    Forward Price The forward price for a contract is

    the delivery price that would be applicable to the contract if were negotiated today (i.e., it is the delivery price that would make the contract worth exactly zero)

    The forward price may be different for contracts of different maturities

  • 18

    Terminology

    Long position: The party that has agreed to buy

    Short position: The party that has agreed to sell

  • 19

    Profit from aLong Forward Position

    Profit

    Price of assetat contract maturity

    K ST

  • 20

    Profit from a Short Forward Position

    Profit

    STK Price of asset

    at contract maturity

  • 21

    Forward and Spot Prices (page 6) A stock is worth $60 and pays no dividend Interest Rate: 5% (borrow or lend) $60e0.05 = 63 (round off the number) The one-year forward price is $67: Borrow $60, buy a share the of stock, and

    sell it forward for $67 Profit = $67 $60e0.05 = $4 The one-year forward price is $58: Sell a share of the stock for $60, and enter

    the forward to buy it back for $58 in a year Profit = $60e0.05 $58 = $5

  • 22

    Futures Contracts (page 7)

    Agreement to buy or sell an asset for a certain price at a certain time

    Similar to forward contract Whereas a forward contract is traded OTC, a

    futures contract is traded on an exchange

  • 23

    Examples of Futures Contracts

    Agreement to: Buy 100 oz. of gold @ US$1080/oz. in

    December (NYMEX) Sell 62,500 @ 1.3500 US$/ in

    March (CME) Sell 1,000 bbl. of oil @ US$68/bbl. in

    April (NYMEX)

  • 24

    Options

    A call option is an option to buy a certain asset by a certain date for a certain price (the strike price)

    A put option is an option to sell a certain asset by a certain date for a certain price (the strike price)

  • 25

    American vs European Options

    An American option can be exercised at any time during its life

    A European option can be exercised only at maturity

  • 26

    Table 1.2, page 8Google call option prices, June 15, 2010; stock price: bid 497.07; offer 497.25 (Source: CBOE)

    Strike price($)

    July 2010 September2010December

    2010Bid Offer Bid Offer Bid Offer

    460 43.30 44.00 51.90 53.90 63.40 64.80 480 28.60 29.00 39.70 40.40 50.80 52.30 500 17.00 17.40 28.30 29.30 40.60 41.30 520 9.00 9.30 19.10 19.90 31.40 32.00 540 4.20 4.40 12.70 13.00 23.10 24.00 560 1.75 2.10 7.40 8.40 16.80 17.70

  • 27

    Table 1.3, page 9Google put option prices, June 15, 2010; stock price: bid 497.07; offer 497.25 (Source: CBOE)

    Strike price($)

    July 2010 September2010December

    2010Bid Offer Bid Offer Bid Offer

    460 6.30 6.60 15.70 16.20 26.00 27.30 480 11.30 11.70 22.20 22.70 33.30 35.00 500 19.50 20.00 30.90 32.60 42.20 43.00 520 31.60 33.90 41.80 43.60 52.80 54.50 540 46.30 47.20 54.90 56.10 64.90 66.20 560 64.30 66.70 70.00 71.30 78.60 80.00

  • Example: Buying Call Option(Page 8, Refer to Table 1.2)

    Underlying stock: Google Strike price: $520 Expiration date: December 18 Offer price: $32.0 Size of a contract: 100 shares Ignoring transaction costs, an investor

    pays $3,200 for one call option contract with strike price $520

    28

  • Profit of the Call Option on December 18 (Expiration Date) In the stock market, the investor sell

    shares with the bid price of the stock The stock price is below to $520 The investor doesnt exercise the option Lost $3,200 (The cost of the call) The stock price = $600 (above $520) The investor exercises the option Buy 100 shares at $520 and immediately

    sell them at $600 for each share The profit

    = 100($600 $520) $3,200 = $4,80029

  • Net profit of buying a call option contract on Google with strike price = $520

    30

    Profit ($)

    Stock price ($)

  • Example: Selling Put Option(Page 9, Refer to Table 1.3)

    Underlying stock: Google Strike price: $480 Expiration date: September 18 Bid price: $22.2 Size of a contract: 100 shares Ignoring transaction costs, an investor

    receives $2,220 for one put option contract with strike price $480

    31

  • Profit of the Put Option on September 18 (Expiration Date) In the stock market, the investor sell

    shares with the offer price of the stock The stock price is above to $480 The investor doesnt exercise the option Lost $2,220 (The cost of the call) The stock price = $420 (below $480) The investor exercises the option Sell 100 shares at $480 and immediately

    buy them at $420 for each share The profit

    = 100($480 $420) $2,220 = $3,78032

  • Net profit of selling a put option contract on Google with strike price = $480

    33

    Profit ($)

    Stock price ($)

  • Participants of Options

    34

    Buyer

    Call Put

    Seller

    Short position

    Long position

  • 35

    Options vs Futures/Forwards

    A futures/forward contract gives the holder the obligation to buy or sell at a certain price

    An option gives the holder the right to buy or sell at a certain price

  • Hedge Funds (Business Snapshot 1.2, page 11) Hedge funds concentrate on reduce

    systematic risk of the market Regulation of mutual funds

    Disclose investment policies Makes shares redeemable at any time Limit use of leverage Short positions are prohibited

    Hedge funds apply many complex trading strategies involving derivatives

    36

  • Types of Hedge Funds Long/Short Equities: Purchase undervalued

    securities and short overvalued ones Convertible Arbitrage: Long a convertible

    bond and short the underlying equity Distressed Securities: Buy securities of

    companies in deeply financial distress Emerging Markets: Invest in developing or

    emerging countries Global macro: Anticipate global

    macroeconomic trends to trade Merger Arbitrage: Trade as the

    announcement of merger and profit as the merger realized

    37

  • Hedging Using Forward Contracts (1) On May 24, 2010, a US company will

    pay 10 million for exports from Britain on August 24

    Exchange rate quotes are shown in Table 1.1

    Long a 3-month forward contract at 1.4415

    The company fixes the payment of $14,415,000

    38

  • Hedging Using Forward Contracts (2) On May 24, 2010, a US company will

    receive 30 million for imports from Britain on August 24

    Exchange rate quotes are shown in Table 1.1

    Short a 3-month forward contract at 1.4410

    The company fixes the revenue of $43,230,000

    39

  • Comparison

    40

    Spot exchange rate

    Withhedge

    Withouthedge

    Company1 1.3 14,415,000 1,300,000 1.5 14,415,000 1,500,000

    Company2 1.3 43,230,000 3,900,000 1.5 43,230,000 4,500,000

  • Hedging Using Options

    In may of a particular year, an investor owns 1,000 Microsoft shares worth $28 per share

    The investor wants to reduce price risk in two month

    A July put with a strike price of $27.50 costs $1

    Long 10 the July puts

    41

  • 42

    Value of Microsoft Shares with and without Hedging (Fig 1.4, page 12)

  • Profit with and without Hedging 10 option contracts cost: C = $1*10*100 = $1,000 Revenue from option: Rp = 1,000*Max($27.5 ST , 0) Revenue from selling shares of the stock:

    Rs = 1,000*ST Profit with hedging: Ph = Rs + Rp C $28*1,000 Profit without hedging: Pw = Rs $28*1,000

    43

    ST Rp Rs Ph Pw21.0 6,500 21,000 -1,500 -7,00022.0 5,500 22,000 -1,500 -6,00026.5 1,000 26,500 -1,500 -1,50027.5 0 27,500 -1,500 -50028.0 0 28,000 -1,000 029.0 0 29,000 0 1,00030.0 0 30,000 1,000 2,000

  • 44

    Speculation Using Futures A speculator hopes US dollar to

    depreciate in two months The futures margin = $5,000 for each

    contract Strategy 1: Buy 250,000 in the spot

    market and sell it later Strategy 2: Take a long position with

    four futures contracts on sterling (Each futures contract for 62,500)

  • 45

    Speculation Using spot and Futures contracts (Table 1.4, page13)

    Spot price = 1.447; Futures price = 1.441 Two month later

    Strategy 1 Strategy 2Investment $361,750 $20,000

    Profitspot = 1.5 $13,250 $14,750spot = 1.4 -$11,750 -$10,250

  • 46

    Speculation Using Options

    An investor with $2,000 to invest feels that a stock price will increase over the next 2 months

    The current stock price is $20 and the price of a 2-month call option with a strike of 22.50 is $1

    What are the alternative strategies?

  • 47

    Using $2,000 to Speculate on a Stock (Table 1.5, page14)

    Strategy 1: Buy 100 shares of the stock Strategy 2: Buy 2,000 call options

    Profit Strategy 1 Strategy 2

    2 months later

    spot = $15 -$500 -$2,000spot = $27 $700 $7,000

  • Profit from 2 strategies for speculating on a stock currently worth $20

    48

  • 49

    Arbitrage Example

    A stock price is quoted as 100 in London and $200 in New York

    The current exchange rate is $1.43 What is the arbitrage opportunity? Buy 100 shares of the stock in New

    York and sell them in London Profit = 100[$1.43(100) $140]

    = 300

  • Dangers

    Traders can switch from being hedgers or arbitrageurs to speculators

    It is important to regulate to ensure that trades are using derivatives in for their intended purpose

    Socit Gnrale lost huge money in 2008 (Business Snapshot 1.3)

    50

  • SocGens big loss in 2008 Socit Gnrale (SocGen): A French

    multinational bank Kerviel is an arbitrage trader of Delta One

    products team in SocGen Arbitrage opportunity: Futures contracts on an equity index traded in

    different exchanges Price difference between equity index futures

    and the shares constituting the index Kerviel took big positions in equity indices and

    fake trades as if he had hedged In January 2008, the unauthorized trading was

    reveled by SocGen Finally, SocGen lost 4.9 billion euros

    51

  • Homework

    A company will receive 1 million yens 3 months later

    What hedging strategy does the company use?

    Link to the questionnaire page of the e-learning website and write down your answer before 0:00 am, March 9

    52

  • Selected Questions

    1.6, 1.7, 1.9, 1.10, 1.15, 1.30, and 1.32 These questions are provided for

    practicing by yourselves but not the parts of homework

    53