Interest_Rate_Swaps_Currency_Swaps_Chapter_9.ppt

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    Swaps

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    A

    Ill use yourhouse until July

    for $4,000/mo.

    Ill use yourboat until July

    for $3,000/mo.

    ($4,000 - $3,000)/mo = $1,000/mo

    SWAPS: exchange assets now; returnthem later; in meantime, pay differential.

    Heres your houseback; thanks for

    returning my boat.

    Thanks for returningmy house; heres

    your boat back.

    B A B

    A B

    1 2

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    Swaps

    SWAP is exchanging things between two parties at a

    reasonable price.

    If A has a commodity that B needs, and B has another

    commodity that A needs, they can exchanges exchange (swap)

    these two commodities at a reasonable price.

    Suppose A is European firm that needs borrowing USD and

    B is an USA firm requiring to borrow . A can get better loan

    conditions in than B, and B can get better loan conditions in

    USD than A. A and B can borrow in their own markets and

    then swap the loans.

    A swap is an agreement to exchange cash flows in the future

    according to certain rules about when the cash flows are to be

    paid and the way in which they are calculated.

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    Interest Rate Swaps

    Types of foreign currency swaps:

    I nterest rate swaps. Cross-currency swaps

    In an interest rate swap, two parties agree to exchange

    interest payments, one party agrees to make a f ixed interest

    paymentsand the other agrees to make variable or floating

    interest paymentsover period of time.

    Floating rate is reset each period. London Interbank

    Offered Rate (LIBOR) is the benchmark plus a risk

    premium.

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    Currency Swaps

    It is an exchange of currencies.

    Example: An agreement to pay 11% on a sterling principal of10,000,000 & receive 8% on a US$ principal of $15,000,000

    every year for 5 years. This is a fixed-for-fixed currency swap.

    In a currency swap, the parties make either fixed or variablepayments to each other in dif ferent cur rencies.

    While, in an interest rate swap the principal is not exchanged, in

    a currency swap the principal is usually exchanged at the

    beginning and the end of theswaps life.

    Uses of a cur rency swap: Conversion from a liability in one

    currency to a liability in another currency or conversion from an

    investment in one currency to an investment in another currency.

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    Key reasons for using an Interest Rate Swap

    Expectations are the driver for financial decisions and many

    other decisions in life. Expectations about the future

    behaviour of interest rates give rise interest rates swaps.

    If you have a fixed interest rate loan and expect interest rates

    to fall, you are willing to swap your interest rate loan from

    fixed to loan. The opposite is also true. At the end, your

    expectations may prove to be false or true.

    Need for HEDGING is the other reason for using swaps.

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    Interest Rate Swap: Example No. 1

    APM agrees to pay BNZ 5% interest rate on $1,000 million eachyear for the next five years and BNZ agrees to pay APM LIBOR on$1,000 million for each of the next five years. $1,000 million is thenotional .

    If LIBOR > 5%, BNZ pays APM: (LIBOR - 5%) * $1,000 million

    If LIBOR < 5%, APM pays BNZ: (5% - LIBOR) * $1,000 million

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    Relevant Elements

    Notional is fixed at inception and is never exchanged, it is only used tocalculate interest payments.

    One party agrees to make are fixed rate of interestapplied to thenotional on the futures dates.

    Other party agrees to payfloating rate of interestapplied to thesame notional.

    When floating payment is made, the interest rate is reset to establishthe next floating payment.

    INTEREST RATE SWAP: Relevant Elements

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    Interest Rate Swap: Example No. 2

    Assume A is a firm that has borrowed GBP 100 million for a 4 yearsterm.

    Interest rate is LIBOR rate plus 75 basis points (0.75%) per year.

    Interest payments on the loan are made annually in arrears (at the end of

    each year).

    A is exposed to rising interest rates, which would increase its borrowingcosts and impact on its profitability and cost of capital for valuation

    purposes. A approaches B which deals in swaps and agrees the following

    conditions to enter int to a SWAP under the following conditions:

    Notional GBP 100 million

    A pays a fixed rate of 5% per year

    B pays a floating rate of LIBOR per year

    Maturity 4 years

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    By entering into the swap A moved from a floating rate liability to a fixed rate

    of 5.75% per year.

    If LIBOR rate rises, A will receive LIBOR payments from B. LIBOR on As debt is

    cancelled out by the LIBOR receipt on the swap. What remains is the 5% fixed

    payment on the swap plus the margin of 0.75% on the loan.

    Whatever the LIBOR rate, the As net payment is always the same.

    NET EFFECT OF SWAP ON "A" COST OF DEBT

    Expected Loan Interest Fixed Rate Payment Floating Rate Net Payment

    LIBOR rates GBP millions GBP millions Receipt (LIBOR)

    LIBOR + 0.75% 5% LIBOR 5.75%

    4% -4.75 -5.0 4.0 -5.75

    5% -5.75 -5.0 5.0 -5.75

    6% -6.75 -5.0 6.0 -5.75

    7% -7.75 -5.0 7.0 -5.75

    Interest Rate Swap: Example No. 2

    A range of possible LIBOR rates are shown below with As interest payments

    on its loan and cash flows from the swap at each possible rate.

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    A and B are two MNCs searching for funds.

    A rating agency says that As credit risk is lower than than Bs credit risk.

    Based on expectations and needs of hedging, A prefers a floating-rateand B a fixed-rate.

    Fixed-rates and floating-rates for A and B are shown below:

    If a swap is possible, A will borrow for B at fixed-rate, and B borrow for A ata floating-rate, then A and B will exchange cash flows. A swap is possibleonly if, as result of it, gains or savings are available for A and B.

    If A borrow for B at a fixed-rate market, B would save 1%. If B borrow for Aat a floating rate, A would save 2%. If the swap is done, total savings orgains amount to 3%.

    MNC Fixed-rate Floating-rate

    A 4.00% LIBOR + 2%

    B 5.00% LIBOR

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    After new market conditions, fixed-rates and floating-rates for A and B

    are now as follows:

    Again, a swap is possible only if, as result of it, gains or savings areavailable for A and B. If a swap is possible, A will borrow for B at a fixed-rate, and B borrow for A at a floating rate, then A and B will exchange

    cash flows.

    If A borrow for B at a fixed-rate market, B would save 1%. If B borrow for Aat a floating rate, A will face no savings. If the swap is done, total savingsor gains amount to 1%.

    MNC Fixed-rate Floating-rate

    A 4.00% LIBOR

    B 5.00% LIBOR

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    Now, fixed-rates and floating-rates for A and B are :

    Once again, a swap is possible only if, as result of it, gains or savings areavailable for A and B. If a swap is possible, A will borrow for B at a fixed-rate, and B borrow for A at a floating-rate, then A and B will exchangecash flows.

    If A borrow for B at a fixed-rate market, B would save 1%. If B borrow forAat a floating rate, A will end up paying 0.25% more. If the swap is done,total savings or gains amount to 0.75% = 1%-0.25%.

    MNC Fixed-rate Floating-rate

    A 4.00% LIBOR

    B 5.00% LIBOR+0.25%

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    INTEREST RATE SWAPS: Example No. 3

    ABC and XYZ needs to obtain a loan.

    ABC prefers a loan in the floating-rate market, whereas XYZ a loan in the

    fixed -rate market.

    Interest rates for ABC and XYZ are shown in the following table:

    ABC Corp is less risky than XYZ Corp because it is offered a more favorable

    rate of interest in fixed and floating.

    Fixed-rate Floating-rate

    ABC Corp. 4.00% LIBOR + 0.10%

    XYZ Corp. 5.20% LIBOR + 0.50%

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    INTEREST RATE SWAPS: Example No. 3

    Spreadis the difference between interest rates for two different firms.

    Spreadbetween the interest rate paid by ABC and XYZ in the two markets

    are not the same.

    XYZ pays 1.2% more than ABC in the fixed-rate market and only 0.4%

    more than ABC in the floating-rate market.

    Fixed-rate Floating-rate

    ABC Corp. 4.00% LIBOR + 0.10%

    XYZ Corp. 5.20% LIBOR + 0.50%

    SPREAD 1.20% 0.40%

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    INTEREST RATE SWAPS: Example No. 3

    Based on the spreads, XYZ has a comparative advantage in the floating

    market and ABC has a comparative advantage in the fixed-rate market.

    As the spread between fixed-rates is 1.2%, and the spread between

    floating-rates is 0.40%, ABC and XYZ a total gain of1.2% - 0.40% = 0.8%

    per year. And the gain can be equally distributed between ABC and XYZ.

    Both, ABC and XYZ expect to pay 0.4% less.

    ABC and XYZ should borrow in the market where they have comparative

    advantage. ABC should borrow in the fixed-rate market, whereas XYZ

    should borrow in the floating rate market, and then exchange payments to

    transform a fixed-rate loan into a floating-rate loan.

    Fixed-rate Floating-rate

    ABC Corp. 4.00% LIBOR + 0.10%

    XYZ Corp. 5.20% LIBOR + 0.50%

    SPREAD 1.20% 0.40%

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    INTEREST RATE SWAPS: Example No. 3

    After the swap each party expects to pay 0.4% less than it would have paid

    if they go direct into the market they want to borrow.

    Using a Swap to change f ixed to f loat ing / f loating to f ix ed

    ABC Corp. XYZ Corp.

    Borrowing Rates -4.0% - (LIBOR +0.5%)

    Swap Payment ? ?

    Swap Receipt ? ?

    NET PAYMENT - (LIBOR-0.3%) -4.8%

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    INTEREST RATE SWAPS: Example No. 3

    Swap payments must allowed each party to achieve expected savings on

    interest rates

    Using a Swap to change f ixed to f loat ing / f loating to f ix ed

    ABC Corp. XYZ Corp.Borrowing Rates -4.0% - (LIBOR +0.5%)

    Swap Payment - LIBOR ?

    Swap Receipt ? LIBOR

    NET PAYMENT - (LIBOR-0.3%) -4.8%

    As result of the swap ABC transformed a fixed-rate liability to a

    floating- rate liability, and XYZ transform a floating-rate liability to a

    fixed-rate liability.

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    Uses of an Interest Rate Swap

    Converting a l iabi l i tyfrom fixed rate to floating rate or fromfloating rate to fixed rate

    Converting an assetfrom fixed rate to floating rate or fromfloating rate to fixed rate