4587_2290_53_1550_57_forwards- 2.1

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    SWAP TRANSACTIONS

    Types of swaps

    Swaps & Deposit markets

    Illustrations

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    SWAP Transaction

    A transaction whereby 2 currencies are exchanged by the partiesinvolved , only to be exchanged back later .

    A currency swap is a combination oftwo transactions - one spot

    and one forward with exchange of currencies taking place at a

    pre-determined exchange rate . OR

    A swap can involve two forwards transactions one such as borrowingone currency and lending the other currency.

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    Swaps can be of four types:

    i) Swap In:Buy the currency in the spot market and sell in the forward market.

    ii) Swap Out :

    Sell the currency in the spot mkt. and buy in the forward mkt.

    iii) Forward - Forward Swap :

    Buy a currency 1 month forward and sell it 2 month forward

    iv) Rollover Swap:

    When purchase and sale is separated by one day .

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    SHORT DATE SWAP

    In foreign exchange market , one day swap are quotedbetween:

    today and tomorrow ( O/N)

    tomorrow and the next day ( tom/next or T/N )

    spot and next day (spot/next or S/N )

    These swap rates are governed by the relevant interest rate

    differentials for one day borrowings. These swaps are used for

    rolling over maturing positions.

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    SWAPS and DEPOSIT MARKET

    The bank can manufacture a swap quote from the interbank deposit market .

    ILLUSTRATION 1 :

    Suppose a customer in Mumbai approaches a bank for a 3-

    month INR USD swap . The customer wants to sell INR1 million spot against USD and buy INR1 million 3-month

    forward against USD .If the prevailing rates are :

    INR / USD Spot : 45 / 47

    Interest on INR Deposit : 8 % 8.5%Interest on USD Deposit : 12 % 12.75%

    Assume that the inter-bank swap rate of INR / USD is 46.

    What swap rate should the bank quote to the customer if thebank desires to earn a profit margin of 1.5%?

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    If the inter-bank swap rate of INR / USD is 46.

    The bank borrows USD 21739 (10,00,000 / 46) for 3 months at12.75 % and delivers the same to it's customer .

    In turn it invests INR 1 million ,received from the customer, a

    8% for 3 months.

    a) At maturity the bank must pay :

    Borrowings [ 1+ rUSD ]

    =USD 21739 [ 1+ 0.25 ( 0.1275) ]

    = USD 21739 [ 1.031875]

    = USD 22431.93

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    b) At maturity the INR Deposit will grow to

    Investible Funds [1+ r INR]

    =INR 10,00,000 [ 1+ 0.25 ( 0.08) ]

    = INR 10,00,000 [1.02 ]= INR 10,20,000

    c) The bank will break even if it charges a rate of :

    Rupee Deposits on Maturity / Dollar Repayment on Maturity

    = INR 10,20,000 / USD 22431.93

    = INR 45.47 / USD

    Swap quote for the customer

    = 45.47 (1+.015)

    = 46.15205 INR / USD

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    ILLUSTRATION 2:

    Suppose a customer in Chennai approaches a bank for a 6-

    month INR GBP swap . The customer wants to sell INR

    1crore spot against GBP and buy INR1 crore 6-month

    forward against GBP .If the prevailing rates are :

    INR / GBP Spot : 79.7866 / 81.8697

    Interest on INR Deposit : 8 % 9.5%

    Interest on GBP Deposit : 5 % 6.5%

    Assume that the inter-bank swap rate of INR / GBP is 80.

    What swap rate should the bank quote to the customer if the

    bank desires to earn a profit margin of 1%?

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    If the inter-bank swap rate of INR / GBP is 46.

    The bank borrows GBP1,25,000 (100,00,000 / 80) for 6months at 6.50 % and delivers the same to it's customer .

    In turn it invests INR 1 cr ,received from the customer, a

    8% for 6 months.

    a) At maturity the bank must pay :

    Borrowings [ 1+ rGBP ]

    =GBP 1,25,000 [ 1+ 0.50 ( 0.065) ]

    = GBP 1,25,000 [ 1.0325]

    = GBP 1,29,062.50

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    b) At maturity the INR Deposit will grow to

    Investible Funds [1+ rINR]

    =INR 100,00,000 [ 1+ 0.50 ( 0.08) ]

    = INR 100,00,000 [1.04 ]= INR 104,00,000

    c) The bank will break even if it charges a rate of :

    Rupee Deposits on Maturity / GBP Repayment on Maturity

    = INR 104,00,000 / 22431.93

    = INR 45.47 / USD

    Swap quote for the customer

    = 45.47 (1+.015)

    = 46.15205 INR / USD

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    b) At maturity the INR Deposit will grow to

    Investible Funds [1+ r INR]

    =INR 10,00,000 [ 1+ 0.25 ( 0.08) ]

    = INR 10,00,000 [1.02 ]= INR 10,20,000

    c) The bank will break even if it charges a rate of :

    Rupee Deposits on Maturity / Dollar Repayment on Maturity

    = INR 10,20,000 / GBP 1,29,062.5

    = INR 80.5811 / GBP

    Swap quote for the customer

    = 80.5811 (1+.01)

    = 81.3869 INR / GBP

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    ILLUSTRATION 3:

    A customer in Chennai approaches a bank with a request for a

    6-month loan of GBP 10,000. At that time there is no active Euromarket for Pound Sterling . However there is an active spot and

    forward USD / GBP market. If the prevailing rate are:

    Spot GBP / USD : 0.625 / 0.7006-month swap points : 5 / 20

    Euro dollar interest rates : 8% - 8.25% p.a.

    If the bank does the swap at a rate of 0.650,what interest rateshould the bank quote for the GBP loan if it wants to earn a profit

    margin of 1%?

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    Solution:

    The bank can work in the following manner :

    i) borrow USD

    ii) do USD - GBP 6-month swap , i.e. , sell USD spot against GBP

    and buy USD 6-month forward .

    iii) loan the GBP to the customer

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    Suppose the bank does the swap at a spot rate of 0.650and a swap margin of 10 pips .

    a) It must borrow :

    GBP 10,000 / ( 0.650) = USD15,385 to buy and give a loan

    of GBP 10,000

    b) At maturity the bank must pay the same amount of Pound

    Sterling at a rate of USD 0.660 . In addition it has to pay

    interest on Dollar loan which it must buy at outrightforward rate (0.700 + 0.020 i.e. 0.720) :

    Interest will be :USD 15,385 [ 0.5 ( 0.0825) ]

    ) Th t f d t li th t th b k t

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    c) The amount of pound sterling that the bank must recoverfrom the customer is :

    Loan Amt.{[ swap rate + pip ]+ [r/m (outright forward) ]}

    = 15,385 { [ 0.650+0.010] + [(0.5) ( 0.0825) ( 0.720) ]}

    = 15,385 [0.660 +.0297]

    = GBP 10,611.0345

    d) The break even rate of interest is:

    = [ (10,611.0345 / 10,000 ) 1 ]

    = [0.06110345 (100)] = 6.110345 %

    e) Interest rate for the customer should be:

    = 6.110345 (1.01)= 6.17144845 %

    Annual interest rate =12.34%

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    A customer in Calcutta approaches a bank with a requestfor a 3-month loan of EUR 1,00,000. At that time there is no

    active Euro market. However there is an active spot and

    forward GBP / EUR market. If the prevailing rate are:

    Spot GBP / EUR : 0.725 / 0.860

    6-month swap points : 5 / 20

    Euro dollar interest rates : 5% - 6.25% p.a.

    If the bank does the swap at a rate of 0.750,what interest rate

    should the bank quote for the EUR loan if it wants to earn aprofit margin of 1%?

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    THANK YOU