...Prof. Dr. Streitferdt International Financial Management Winter semester 2015/16 1. Prologue 1. Prologue 2. Foreign exchange markets 3. Foreign exchange exposure management 4. Financial management of multinational corporations 5. Financial management of multinational corporations 6. Corporate Governance 7. Mergers & Acquisitions 8. Risikomanagement Prof. Dr. Streitferdt: International Financial Management 1 1. Prologue Discounting Calculating present value 0 t=1 t=2 t=3 2,000 t=0 4,500 3,000 t=4 t=5 3,500 6,000 How much would you be willing to pay for this stream of future cash flows, if the interest is at i = 5.65%? Why is the result today’s value of the future cash flows? What are the assumptions of this calculation? Prof. Dr. Streitferdt: International Financial Management 2 1. Prologue Discounting Calculating present value 10/28 10/14 6,000 0 How much would you be willing to pay for this stream of future cash flows, if the two week Euribor is at i = 5.65%? What makes this calculation different from the last slide’s calculation? How many days has a year? Prof. Dr. Streitferdt: International Financial Management 3 1. Prologue Discounting Interests for investments with less than one year maturity Interests are always quoted for one year: A company has in 2012 an overdraft credit of 100,000 €...
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...Chapter 1 Current Mutinational Challenges and the Global Economy The Global Financial Marketplace Assets(government debt securities), institutions(central banks, commercial/investment bank), linkages(interbanks) Eurocurrency markets serve two valuable purposes:Eurocurrency deposits are an efficient and convenient money market device for holding excess corporate liquidity, The Eurocurrency market is a major source of short-term bank loans to finance corporate working capital needs (including export and import financing) What Is Different About International Financial Management Market Imperfections: A Rationale for the Existence of the Multinational Firm MNE motives: Market seekers, Raw material seekers, Production efficiency seekers, Knowledge seekers, Political safety seekers Globalization process -Stage I: early domestic phase growing into the international trade phase, Stage II: A successful firm will continue to grow from simple international trade to the multinational phase characterized by production and investment both at home and abroad Twin agency: Chapter 2 Corporate Ownership, Goals, and Governance Who Owns the Business The Goal of Management two models: 1.shareholder wealth maximization(max return&min risk): market efficient&risk exsit, unsystematic risk can be diversified, systematic risk can be eliminated. Replace, take-over, vote/share 2.stakeholder capitalism model(labor...
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...If you believe the spot exchange rate will be $1.92/£ in three months, you should buy £1,000,000 forward for $1.90/£. The profit will be: £1,000,000 x ($1.92 -$1.90)=$20,000. b. What would be your speculative profit in dollar terms if the spot exchange rate actually turns out to be $1.86/£. Solution: If the spot exchange rate actually turns out to be $1.86/£ in three months, The loss from the long position will be: £1,000,000 x ($1.86 -$1.90)=-$40,000. (Q.13) a. Describe the currency transaction that Omni should undertake to eliminate currency risk over the 30-day period. Solution: Omni should sell 30-day forward CHF against 30-day forward ZAR delivery (sell 30-day forward CHF against USD and buy 30-day forward ZAR against USD). b. Calculate the following: •The CHF/ZAR cross currency rate Omni would use in valuing the Swiss equity portfolio. Solution: CHF/USD=1.5285/$1 (ASK SIDE) ZAR/USD=6.2538/$1 (BID SIDE) CHF/ZAR=1.5285/6.2538=0.244 • The current value of Omni’s Swiss equity portfolio in ZAR. Solution: 3,000,000 CHF/0.24 = 12,274,386 ZAR • The annualized forward premium or discount at which the ZAR is trading versus the CHF. Solution: Spot rate = 1.5343 CHF/6.2681 ZAR = 0.244779120 30 day forward ask rate 1.5285 CHF/6.2538 ZAR = 0.244411398 The premium/discount formula is: [(forward rate – spot rate) / spot rate] x (360 / day contract)...
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...US dollars and 1 million Swiss Francs. The closing exchange rates yesterday were AU$1.5/US$ and AU$1/SWF. The historical average value of daily exchange rate return is zero for both AU$/US$ and AU$/SWF. The standard deviations of daily exchange rate return for AU$/US$ and AU$/SWF are 50 basis points and 100 basis points respectively. The historical correlation between the two exchange rate returns is 0.5. a) If the daily exchange rate returns for both AU$/US$ and AU$/SWF follow a normal distribution and independent across dates (i.e., the serial correlation in daily exchange rate returns is zero), what is 10-day VaR for the bank’s aggregate holdings of two currencies? b) Assume for this question that the daily exchange rate returns for AU$/SWF do not follow a normal distribution and not independent across dates either. Based on the historical data, there is typically 5% of chance that SWF will depreciate by more than 150 basis points relative to AU$ in 10 days, and there is also 5% of chance that SWF will appreciate by more than 100 basis points relative to AU$ in 10 days. What is 10-day VaR for the bank’s SWF position? 2. Foreign exchange risk a) OZ Bank issues a one-year Australian certificate of deposit to finance a US$1 million investment in one-year fixed rate U.S. bonds. The interest rate of AU$ CD is 5% per annum. and the yield to maturity of the US bond is 10% per annum. Currently, spot exchange rates are...
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...need a calculator and some writing utensil; all the formulas are provided in the back of the exam in a separate formula sheet. 4. Do not forget to write your names at the top of this page. Exams without names will not be graded. 5. GOOD LUCK!!!!!!!! MULTIPLE CHOICE QUESTIONS: 1. Which of the following investment strategies will allow an investor to make a profit if they anticipate that the value of the Euro, a currency that they do not currently own, is going to fall over the next 90 days, and they are correct in their prediction? A. Sell Euros short B. Buy Euros short C. Sell dollars short D. Buy Euros long 2. Foreign exchange ___________________ earn a profit by the bid-ask spread on the currencies they buy and sell. Foreign exchange _________________, on the other hand, earn a profit by bringing together buyers and sellers of foreign currencies and earning a commission on each sale and purchase. A. central banks; treasuries B. dealers; brokers C. brokers; dealers D. speculators; arbitragers 3. When categorizing investments for the financial account component of the balance of payments, the _____________________ is an investment where the investor has no control, whereas the _____________________ is an investment where the investor ahs control over the asset. A. direct investment; portfolio investment B. direct investment; indirect investment C. portfolio...
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...the quarterly (90-day) interest rate in the US is 2.5% and it is 4% in Canada. If the $/CD spot exchange rate is $0.80/CD and the 90-day forward exchange rate between US and Canadian dollars is $0.79/CD , does the interest rate parity (IRP) hold? Why or why not? If it does not hold, what is the direction of the capital flow? 1.025 0.79 1.04 0.80 0.9856 ≠ 0.9875 IRP does not hold. 2.5< (4-1.25=2.75) Therefore, funds flow from US to Canada. If an arbitrageur can borrow up to $1,000,000 (or CD1,250,000), formulate a covered interest arbitrage. Make sure to explain your steps in detail (just writing out three random calculations does not count). Determine the amount of arbitrage profit. 1. Borrow $1,000,000 at the US interest rate of 2.5%. Will owe $1,000,000(1.025) = $1,025,000 after 90-days. 2. Sell dollars at the spot exchange rate of $0.80/CD, buy CD1,250,000 (=1,000,000/0.80) 3. Invest the CD 1,250,000 at the Canadian interest rate of 4%. After 90 days, will yield, CD1,250,000(1.04) = CD 1,300,000. 4. Simultaneously with the investment, sell forward the CD1,300,000 at the 90-day forward rate of $0.79/CD to lock in the exchange rate. Will have 1,300,000(0.79) = $1,0.27,000. 5. In 90-days, take the CD1,300,000 from the Canadian investment, deliver for the forward contract, take the $1,027,000 from the forward contract, pay off the US bank loan of $1,025,000. Will be left with an arbitrage profit of $1,027,000-$1,025,000 = $2,000. For interest rate parity (IRP) to hold, what should...
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...provides a very basic relationship between the interest rate on an asset which is dominant in one unit of a country’s currency in relation to the same asset in another country and the exchange rate that is expected to result in the two countries. The interest rate theory states that local interest and foreign interest rates have a crucial effect on the forward exchange rates between 2 or more countries. The theory is generalized based on two conditions: · The capital is free to move from one country to another i.e. its mobile · The assets used can be substituted for one another. I.e. they have perfect substitutability. Various economists including John Keynes have found that the empirical evidence that often covered the interest rate parity, in general, holds though not specific because of certain effects of several risks, costs, taxation and even ultimate differences in liquidity (Mishkins, Fredric S (2006), economics of money. Uncovered interest rate arises as a result of satisfying the no-arbitrage condition without necessarily using the future contract as a method of hedging against foreign exchange risks. The risk-neutral business people will be indifferent to the interest rates that are at their exposure and the main reason for this is the fact that the dollar return will be equivalent to the pound or euro return after self-adjustment thus eliminating the chances of uncovered interest arbitrage gains. Uncovered interest rate parity (UIP) is a classic model or topic of the international...
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...Classnote Prof. Gordon Bodnar Techniques for Managing Exchange Rate Exposure A firm's economic exposure to the exchange rate is the impact on net cash flow effects of a change in the exchange rate. It consists of the combination of transaction exposure and operating exposure. Having determined whether the firm should hedge its exposure, this note will discuss the various things that a firm can do to reduce its economic exposure. Our discussion will consider two different approaches to handling these exposures: real operating hedges and financial hedges. Transaction Exposure Financial Techniques of Managing Transaction Exposure Transaction exposure hedging should have been discussed in some detail in the previous international finance course; however, we will briefly go over the standard financial methods available for hedging this exposure. The main distinction between transaction exposure and operating exposure is the ease with which one can identify the size of a transaction exposure. This, combined with the fact that it has a well-defined time interval associated with it makes it extremely suitable for hedging with financial instruments. Among the more standard methods for hedging transaction exposure are: i) Forward Contracts - When a firm has an agreement to pay (receive) a fixed amount of foreign currency at some date in the future, in most currencies it can obtain a contract today that specifies a price at which it can buy (sell) the foreign currency at the specified...
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...FOREIGN EXCHANGE MARKET MECHANISM Objective 1. Definition 2. Quotation Systems a) Direct vs. Indirect b) Spot Rate vs. Forward Rate c) Bid vs. Ask d) Outright vs. Point e) Premium vs. Discount f) Cross Rates g) Appreciation vs. Depreciation 3. Potential Activities a) Arbitrage b) Hedging c) Speculation 4. Spot Arbitrage: Location vs. Triangle The Foreign Exchange Market 1. Participants: a) Large Commercial Banks b) Foreign Exchange Brokers c) Commercial Customers d) Central Banks 2. Size 3. Exchange rate is defined as price or value of a currency expressed in terms of units of another currency. e.g. FF 2.00/$ 2. Quotation Systems 2a. Spot Quotation: Whole sale price of one currency in terms of another currency for immediate delivery. (Two working days). Forward Quotation: Whole sale price of one currency in terms of another currency for future delivery, normally after 1,3 or 6 months. 2b. Direct Quotation: What is the unit of account? Home Currency quoted for one unit of foreign currency. e.g. $7/DM Indirect---1/Direct Indirect Quotation: Foreign Currency quoted for one unit...
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...One way to offset an anticipated continuous long exposure to a particular currency is to acquire debt denominated in that currency * This policy results in a continuous receipt of payment and a continuous outflow in the same currency * This can sometimes occur through the conduct of regular operations and is referred to as a natural hedge Matching: Debt Financing as a Financial Hedge Currency Clauses: Risk-sharing * Risk-sharing is a contractual arrangement in which the buyer and seller agree to “share” or split currency movement impacts on payments * Example: Ford purchases from Mazda in Japanese yen at the current spot rate as long as the spot rate is between ¥115/$ and ¥125/$. * If the spot rate falls outside of this range, Ford and Mazda will share the difference equally * If on the date of invoice, the spot rate is ¥110/$, then Mazda would agree to accept a total payment which would result from the difference of ¥115/$- ¥110/$ (i.e. ¥5) * Ford’s payment to Mazda would therefore be * Note that this movement is in Ford’s favor, however if the yen depreciated to ¥130/$ Mazda would be the beneficiary of the risk-sharing agreement * Back-to-Back Loans * A back-to-back loan, also referred to as a parallel loan or credit swap, occurs when two firms in different countries arrange to borrow each other’s currency for a specific period of time * The operation is conducted outside...
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...Foreign Exchange Markets and Transactions 1) Foreign Exchange Market In 1971 the US suspended the convertibility of the dollar to gold, and by 1973 the US and other nations had accepted floating exchange rates. Today the exchange market is the largest market in the world. The market is an elaborate network of trading desks, banks, cooperations and individuals who buy and sell currencies all over the world. 2) What is an Exchange Rate? An Exchange rate is the price of a currency. The rates are available from many print and electronic sources. Direct quotes = Exchange rates that are listed in the form of “US $ Equivalent” Indirect quotes = Rates listed in the form of “Currency per US” 2.1 ) Cross Exchange rates Most quotations in exchange rates tables are expressed in terms of the US dollar. But some occasions require exchange rates expressed in term of two non-US dollar currencies. These rates are called cross exchange rates. 2.2) Bid/Ask Spread When banks or brokers facilitate currency transactions they charge a fee for their service. In many cases these fees come from the difference between the bank´s bid and ask quotes -> called the bit/ask spread. 3) Exchange Rate Movements Prices and currencies can fluctuate. 3.1) Currency Appreciation and Depreciation Appreciate= a currency in value relative to other currencies. Depreciate= a currency decreases in value A purchasing power of one currency relative to...
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...and control worldwide operations and subsidiaries. a. True b. False (17-3) Currency appreciation F T Answer: a EASY [iii]. When the value of the U.S. dollar appreciates against another country's currency, we may purchase more of the foreign currency with a dollar. a. True b. False (17-3) Floating exchange rates F T Answer: a EASY [iv]. The United States and most other major industrialized nations currently operate under a system of floating exchange rates. a. True b. False (17-4) Exchange rates F T Answer: b EASY [v]. Exchange rate quotations consist solely of direct quotations. a. True b. False (17-4) Cross rates F T Answer: a EASY [vi]. Calculating a currency cross rate involves determining the exchange rate for two currencies by using a third currency as a base. a. True b. False (17-9) Eurodollars F T Answer: a EASY [vii]. A Eurodollar is a U.S. dollar deposited in a bank outside the United States. a. True b. False (17-9) LIBOR F T Answer: b EASY [viii]. LIBOR is an acronym for London Interbank Offer Rate, which is an average of interest...
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...Chapter 7—International Arbitrage and Interest Rate Parity 1. Due to ____, market forces should realign the relationship between the interest rate differential of two currencies and the forward premium (or discount) on the forward exchange rate between the two currencies. a.|forward realignment arbitrage| b.|triangular arbitrage| c.|covered interest arbitrage| d.|locational arbitrage| ANS: C PTS: 1 2. Due to ____, market forces should realign the spot rate of a currency among banks. a.|forward realignment arbitrage| b.|triangular arbitrage| c.|covered interest arbitrage| d.|locational arbitrage| ANS: D PTS: 1 3. Due to ____, market forces should realign the cross exchange rate between two foreign currencies based on the spot exchange rates of the two currencies against the U.S. dollar. a.|forward realignment arbitrage| b.|triangular arbitrage| c.|covered interest arbitrage| d.|locational arbitrage| ANS: B PTS: 1 4. If interest rate parity exists, then ____ is not feasible. a.|forward realignment arbitrage| b.|triangular arbitrage| c.|covered interest arbitrage| d.|locational arbitrage| ANS: C PTS: 1 5. In which case will locational arbitrage most likely be feasible? a.|One bank's ask price for a currency is greater than another bank's bid price for the currency.| b.|One bank's bid price for a currency is greater than another bank's ask price for the currency.| c.|One bank's ask price for a currency is less than another...
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...Suppose that the current exchange rate is ¥103/$, that analysts are forecasting that the dollar will weaken by 1% over the next 90 days, and that the standard deviation of 90-day forecasts of the percentage rate of depreciation of the dollar relative to the yen is 4%. a. Provide a qualitative description of Intel’s transaction exchange risk. Answer: Intel is a U.S. company, and it is scheduled to receive yen in the future. A weakening of the yen versus the dollar causes a given amount of yen to convert to fewer dollars in the future. This loss of value could be severe if the yen depreciates by a significant amount. b. If Intel chooses not to hedge its transaction exchange risk, what is Intel’s expected dollar revenue? Answer: If Intel chooses not to hedge, the expected dollar revenue is the expected dollar value of the ¥100,000,000. The expected spot rate incorporates a 1% weakening of the dollar. This means that the expected yen price of the dollar is 1% less than the current spot rate of ¥103/$ or Et[S(t+90,¥/$)] = 0.99 [pic]¥103/$ = ¥101.97/$ Hence, Intel expects to receive ¥100,000,000 / ¥101.97/$ = $980,681 c. If Intel does not hedge, what is the range of possible dollar revenues that incorporates 95.45% of the possibilities? Answer: We are told that the standard deviation of the rate of depreciation of the dollar is 4%. The standard deviation of the future spot rate is therefore 4% of the current spot rate or 0.04 [pic]¥103/$ = ¥4...
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...17. If the spot rate of the Malaysian ringgit is $.30 and the six month forward rate of the ringgit is $.32, what is the forward premium or discount on an annual basis? A. premium; about 14.5% B. discount; about 14.5% * C. premium; about 13.3% D. discount; about 13.3% E. premium; about 16.7% Solution: use Equation (5-4) [(.32 - .30)/.30] x (360/180) = 13.3% 18. If the spot rate of the Israel shekel is $.32 and the six month forward rate is $.30, what is the forward premium or discount on an annual basis? A. discount; 11.5% B. premium; 11.5% C. premium; 12.5% * D. discount; 12.5% E. premium; 22.5% Solution: use Equation (5-4) [(.30 - .32)/.32] x (360/180) = -12.5% 19. If the Canadian dollar is equal to $.86 and the Brazilian real is equal to $.28, what is the value of the Brazilian real in terms of Canadian dollars? * A. about .3256 reals B. about .3568 reals C. about 1.2 reals D. about 1.5 reals E. about .5600 reals Solution: cross rate .28/.86 = .3256 20. If the Japanese yen was worth $.0035 six months ago and is worth $.0045 today, how much has the yen appreciated or depreciated? * A. appreciated; about 29% B. appreciated; about 25% C. depreciated; about 20% D. depreciated; about 18% E. appreciated; about 15% Solution: use Equation (5-1) (.0045 - .0035)/.0035 = 29% 21. Assume: (1) the US annual interest...
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