Presentation on theme: "Risk and Derivatives etc. Dr Bryan Mills. Traditional (internal) methods of risk management External: – banks, etc e.g. hedge, options, forward contracts."— Presentation transcript:
Traditional (internal) methods of risk management External: – banks, etc e.g. hedge, options, forward contracts Internal: – invoice decision, lead/lag, netting, matching, asset/liability management Netting: – cover only the net exposure by hedge. If you have many subsidiaries in different countries it is only the net risk/exposure that need be considered. Matching: – try to match invoice currencies with receipts (by careful supplier selection). Internal asset/liability management: – balance sheet hedging – ensures assets are in strong currencies and liabilities in weak ones.
Lead Payment Option Definition to learn: Leading and lagging is a currency risk management technique in which the timings of payments in foreign currencies are adjusted. Lead –pay before due Lag – pay after due
Pay in Sterling Option This depends on the other company’s willingness to take the risk!
Example Payment to us of 5,000,000 Euros due in 3 months: - Euros/£ Spot11.121 – 11.150 3 month forward10.948 – 10.976 Discount BorrowLend Euro11%9% Sterling15.5%12% 5,000,000 currently worth 5m/11.121 = £449,600 Note that the forward rate suggests an appreciation of the Euro is likely Hedge Option Buy Ff 5,000,000 forward 5m/ 10.948 = £456,704 As the forward price is greater than the spot it looks like we may as well pay now. However, we should first consider the interest cost of this approach. £449, 600 * (1 + [(0.155 * 3 mnth)/12 mnth]) = £467, 020 this is more than Forward - not such a good idea! Pay in Sterling Option This depends on the French company’s willingness to take the risk.
Currency Overdrafts / Money Market Hedging 1. Borrow money you expect to be paid now in that currency. Convert this into sterling. 2.When the payments are due use this to settle the foreign overdraft/loan. 3.You get your money at today's spot - no risk - but remember to factor in interest payments. Going to get $10,000 in +5 years If r* = 10% then borrowing $6,209.2 now would cost ($10,000)/ (1 + 0.1) 5 Our payment in 5 years time will pay off the loan but we get $6,209.2 NOW We can forget about the US debt, spend the money and suffer no risk. Risk Management Unfortunately, currency is not our only financial risk – we also have to content with changes in interest rates (and inflation).
Futures Contracts Futures contracts are for a fixed amount and a fixed maturity date. It is tradable and so the value of the ‘right to buy or sell’ in itself goes up and down. You enter into a futures contract not to guarantee a rate but to compensate you if the rate goes against you. If the rate is favourable you pay out most of your gain. You don’t win – it’s just that you don’t lose! Options Contract As with futures but this time you pay an upfront premium and have the right but not the obligation to buy/sell Options versus Futures Futures are cheaper but cruder! Futures protect against loss. Options protect against loss and allow gain
Example Will get $486,500 in 3 months Futures at $1.39 guarantees £350,000 Option (call) with same value at a premium of £500 per £25,000 Need £350,000 = 14(14 x £500 = £7,000) £25,000 If sterling weakened to $1.20/£ the future is locked but the option can be lapsed.
Alternatively, a ‘deeper out of pocket’ option of $1.50/£ could be bought for £100. In other words, there are various scenarios to plan. The main advantage of options is the ability to walk away losing only the premium.
Types of Options Available Interest rate options: Strike Price CallPut JuneSeptemberJuneSeptember 1061.512.381.253.06 1071.192.111.573.43 1080.581.512.324.19 As with futures, tick values = 0.01% Contracts are £100,000: Tick value is £100,000 x 0.01 = £10 If asked for the price of a June call contract at 106 then: 1.51 x £100,000 = £1,510 (this is the price) If you bought this you could later buy a 7% UK gilt in June at a ‘price’ of £106 per £100. In other words 7/106 x 100 = 6.6%
Spot increasing Profit Premium Loss Option exchange value (strike) Put Option option is above spot so makes profit Intrinsic value
Short term Interest Rate Options These are 3 months and basically are the same as longs, but with lower prices. OTC Interest Rate Options Again OTC are tailored and available from banks. Definition to learn: A short term OTC interest rate option contract (i.e. for a period of up to one year) is called an interest rate guarantee (IG).
Longer terms are: Cap: option to limit a price to a given max Floor: option to limit a price to a given max Collar: a cap and a floor Caption:option to buy a cap
Today is June 30 th KYT USA has to pay a bill in Yen in 2 months time (1 st September). The amount is yen 200m Today's spot is Yen/$128.15 (0.007803) Futures contracts exist that are per 12,500,000 yen Sept. 0.007985 premium(125.23) Dec 0.008250 premium(121.21) (for your dollar you are going to get less yen - the dollar is depreciating) And these contracts are settled at the end of the month Answer a) You need a contract as near to September 1 st as possible and Yen200m/12.5m (amount/contract size) suggests that you can get cover by buying 16 contracts (payment and contract are in same currency – no conversion required) b) Basis risk is simply the differences between forward and spot = 2.92 c) When F expires F should equal S t The risk therefore reduces gradually over the contract period - but we want money on the 1 st not the 30 th. If told that the spot on the 1 st is actually 120yen/$ and been asked, with hindsight, to work out whether the forward contract was a good idea. If we divide the basis risk by the number of months the contract runs for we get a linear month by month price: 2.92/3 = 0.973
Let’s look at what’s happening: 1.Select month closest to required date 2.Calculate number of contracts required: Investment amount Contract size 3. Calculate basis: Spot price – futures price = basis 4.Calculate out basis at date contract is closed out: Basis * Months left Total futures months 5. Determine expected price of future at point t Spot – Basis at t = Futures Price Margin is then the difference between this and original price 6.Determine futures gain (loss) Margin * contracts * contract size 7.Calculate efficiency of hedge Profit on futures contract Loss on spot
Basis 0.42 Spot 120 Future 119.58 30 th June30 th July 30 th August 30 th September Spot 128.10 Basis 1.26 Future 126.84 Assume today is June 30 th. An amount of money is owed by an American company trading in dollars to a Japanese company trading in Yen. The money (¥100m) is due on the 1 st of September. Current spot price is $/¥128.10 ($0.007806). Future Contracts exist per ¥12,500,000 settled on 30th. Sept. 0.007884 premium (¥126.84) Dec. 0.008334 premium (¥199.99) Spot price on September 1 st is ¥120 ¥128.10 – ¥126.84 = ¥1.26 ¥1.26 * 1 = ¥0.42 3 ¥120 – ¥0.42 = ¥119.58