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Money, Banking, and International Finance ( PDFDrive )

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Money, Banking, and International Finance

Did you notice something strange about the call and put options? Investors exercise call and put options “as opposites” when an investor exercises an option. Furthermore, we switched the exercise and spot prices in Equations 8 and 10.

Special Derivatives

Several financial institutions offer futures and options that are based on a market index, such as the Dow Jones Industrial Average and S&P 500. For example, the Chicago Board of Options Exchange (CBOE) offers options on the Dow Jones Industrial Average, which it calls DJX. Technically, the derivatives are not tied to a commodity. A financial company does not invest in a mutual fund that mirrors a stock index. For example, a fund manager could buy 1,000 shares each of every company listed in the Dow Jones Industrial Average and let investors buy into the fund. Instead, the financial companies base the stock market index on a computed stock market index and settle accounts in cash. Since no commodities are exchanged, the financial companies offer call and put options on the stock market indices. These companies cannot offer futures and forwards because buyers and sellers cannot trade a commodity.

Issuers of index derivatives could suffer large losses to rapid market changes. For example, one investor, Nick Leeson, bankrupted Barings, P.L.C. Nick Lesson observed the stocks on the Tokyo stock market fluctuated over a narrow range. The Nikkei stock index fluctuated around 20,000 points in 1995. Nick Leeson used a straddle and issued an equal number of call and put options with identical maturities for the Nikkei stock index. Hence, the investors rarely exercised the options because the stock prices fluctuated over a narrow range. Thus, the option premiums became pure profits to Barings. As profits were soaring, the top management at Barings let Nick Leeson continue his speculation. Then an earthquake struck Kobe, Japan, and both the stock prices and Nikkei average fell rapidly on the Tokyo stock exchange. Leeson speculated the stock prices would increase and bought futures contracts to protect his position. Subsequently, the stock prices continued plummeting, resulting in a $1.4 billion loss for Barings. Unfortunately, Barings was forced to settle with option holders who bet the Nikkei average would fall.

The Chicago Board of Options Exchange (CBOE) offers put and call options for the Volatility Index (VIX), calculated from Standard & Poor's (S&P) 500-stock index. The VIX represents a measure of risk and volatility, otherwise known as the investor's fear gauge. Similar to a stock index derivative, the options are not tied to an asset or commodity. On maturity, a holder receives payment as the CBOE settles the obligation in cash. Furthermore, the VIX suffers from exposure if the VIX increases or decreases dramatically. Then CBOE could suffer large losses as it pays out for exercised options.

One must be careful with the meaning of the VIX number. For example, if the VIX equals 20, subsequently, the investors expect the S&P 500-stock index to swing by 20% over the next 12 months. If the VIX increases, then investors become more pessimistic and the financial markets become more volatile. Some economists and analysts use the VIX as a recession indicator, shown in Figure 1. During the 2008 Financial Crisis, the VIX peaked at 60, and the stock markets lost roughly half their market value during 2009.

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Figure 1. The Volatility Index (VIX) between 1990 and 2012

Insurance companies and investment banks created Credit Default Swaps (CDS). This financial instrument is similar to insurance. Some investors would like to purchase speculative grade (i.e. risky) bonds because these bonds pay greater interest rates than safe investments. However, if the business bankrupts, then these bonds become worthless and the investors lose their investment. Thus, CDSs were born. Investors could buy both risky bonds and CDS contracts. Furthermore, investors would pay premiums on CDSs as if they were paying for insurance to the investment banks or insurance companies. If a company did bankrupt and its risky bonds collapsed in value, subsequently, the investment bank or insurance company would pay the investors their loss specified under the CDS contract. If the company with the risky bonds did not bankrupt, then the investment bank kept the premium payments as profits. Subsequently, investors can buy and sell credit default swaps on the derivatives market.

CDSs have two severe drawbacks. First, CDS contracts are not transparent. Many investors did not understand how to use CDS except the analysts at the large investment banks. Second, investors rarely buy CDS contracts for bonds or other debt from financially strong companies with AAA ratings. These companies are not likely to bankrupt, and investors have little reason to purchase insurance for an unlikely event. Investors are likely to purchase insurance for probable events. Thus, investors are likely to purchase CDSs for speculative grade bonds or debt. Furthermore, companies rarely file for bankruptcy during good economic times, even risky businesses that issued risky bonds. Consequently, the investment banks would collect CDS premiums as pure profit. During good times, AAA rated companies have a zero default rate while speculative grade bonds have a default rating less than 4%. However, during the 2001 Recession, AAA rated companies still had close to a zero default rate while the default rate soared to 10% for speculative investments. As bankruptcies climb, companies can accumulate staggering losses during a downturn in the economy.

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Investors trade CDSs contracts in the derivatives markets. Anyone can buy them, even if the investors do not own the risky bonds that are specified under the CDS contract. Therefore, speculators can enter the market and gamble on outcomes. For example, gamblers believe Company XYZ will bankrupt. These gamblers do not hold any bonds for this company, but they buy CDS contracts. Gamblers only pay the CDS premiums. However, if this company does indeed bankrupt, then the gamblers receive a payout from the issuer of the CDS contract. If Company XYZ does not bankrupt, subsequently, the gamblers lose their bet, the CDS premiums. Imagine the money people could earn if they had inside information about a company’s finances.

Some investors bet the housing market would collapse and bought CDS contracts on risky mortgage pools. Investors bought CDS contracts on mortgage asset-backed securities because they predicted the collapse of the housing bubble in 2007 and purchased CDS contracts as a bet. As the mortgage asset-back funds bankrupted, the holders of CDS contracts requested their payouts. If you are experiencing trouble understanding CDS contracts, then think of this analogy. You bought insurance on your neighbor’s house, and you pray for the house to burn down to collect the insurance.

The CDS contracts have a flaw. A company can stack CDS contracts upon other CDS contracts. For example, Company X buys a CDS contract from an insurance company and pays 2% of the contract’s value as a premium. Unfortunately, the financial health of the company, specified in the CDS contract, deteriorates, increasing the risk on its bonds. Company X can exploit this situation, and create and sell a new CDS contract to Company Y for a 6% premium, earning 4% commission on the deal. If that company does bankrupt, then the insurance company pays Company X its CDS insurance, and in turn, Company X transfers its payout to Company Y, earning a quick 4% commission on the deal. Thus, multiple CDS contracts insure the same debt. Unfortunately, the CDS contracts depend on one important assumption. Issuing companies can indeed pay out the CDS contracts if the companies fail.

The CDS market in the United States quickly grew into $47 trillion market by June 2008, covering a debt of roughly $34 trillion. Putting this number into perspective, the size of the U.S. economy was roughly $14 trillion in Gross Domestic Product (GDP) in 2012. Consequently, the potential losses if the investment banks and insurance companies must pay out all CDS contracts would exceed three times the size of the U.S. economy. Commercial and investment bankers used CDS contracts to guarantee an AAA rating for Collateralized Debt Obligations, which contained securities tied to the mortgage market. They used the CDS contracts to cancel the impact of subprime mortgages contained in the mortgage securities. We had discussed the Collateralized Debt Obligations in Chapter 10 under Securitization.

During the downturn of the U.S. economy in December 2007, AIG quickly accumulated billions in losses as investors requested the payouts from the CDS contracts. AIG’s losses exceeded $60 billion in 2009 and grew by the day. This became the largest loss in U.S. corporate history. The U.S. federal government bailed out AIG by purchasing 80% equity into the company. Furthermore, it promised AIG four bailout loans worth a total of $163 billion. Unfortunately, AIG worked with several investment banks like Goldman Sachs and Lehman Brothers, which also experienced severe financial troubles.

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The U.S. government bailed out the investment banks and insurance companies except Lehman Brothers. After the public had learned Lehman Brothers was insolvent, and the government would not help it, the financial markets plummeted in September 2008. Furthermore, the credit markets froze as all financial institutions stop granting loans. Roughly 350 banks and investors would lose their CDS insurance because Lehman Brothers issued approximately $400 billion in CDSs on debt that was valued $155 billion. Unfortunately, Lehman Brothers issued more CDS contracts than the amount of debt by 2.5 times. Finally, Lehman Brothers bankrupted and began liquidating its assets. Lehman Brothers was the greatest casualty of the 2008 Financial Crisis and the largest bankruptcy in U.S. history. Barclays, the second-largest bank in England, bought Lehman Brother’s U.S. core assets for $1.3 billion, including Lehman Brother’s skyscraper in Manhattan. Excessive greed doomed a 158-year-old company.

Evaluating Currency Swaps

A currency swap is a periodic exchange of foreign currencies between two parties, viewed as a swap of two forward currency contracts. One party is a swap dealer, usually a banker while the other is an investor. Each payment to the counter-party is called a “leg.” Swaps allow companies to invest in foreign countries. Company borrows from its local bank at a low interest rate, and then swaps its loan with another company in the other country, where it invests. Thus, the company has access to the foreign currency at a low interest rate. Swap contracts specify the following:

Frequency of the payments between two parties.

Duration of the swap.

A method to calculate the swap payments or legs. One leg is a fixed payment while the other leg is a floating payment. Fixed payment has a fixed rate, called the coupon of the swap.

We define swaps in four ways, and they differ in how the payments of legs are indexed. This book only discusses a currency swap, where both legs of the swap are denominated in different currencies. At time period 0, the value of a swap to both parties should be 0 or close to 0. No one would enter a swap with a large negative present value for them. We list the notation as:

Present value of discounted cash flows from the foreign currency cash flows is PVforeign.

Current spot exchange rate is S0, the time we calculate the swap’s value.

Present value of discounted cash flows from the domestic currency cash flows is PVdomestic.

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We calculate the swap value in Equation 11.

=

∙ −

(11)

For example, Company XYZ enters into a 10-year swap agreement with a dealer. Nine years have passed, and two semi-annual payments are remaining. Investors valued the swaps at $200 million and 210 million euros with coupon interest of 4% for U.S. dollars and 5% for euros. Therefore, coupon payments are $4 million and 5.25 million euros. Furthermore, the implicit exchange rate is $4 million divided by 5.25 million euros, or $0.762 per euro. However, the current spot exchange rate equals St = $1.25 per euro. Current discount rates are 5% APR for the United States and 6% APR in Europe.

We compute the present value of cash flows for the European swap in Equation 12.

=

.

.

+

(

.

. )

= 208.0

(12)

We compute the value of cash flows for the U.S. swap in Equation 13.

=

.

+

( . )

= $198.1

(13)

We computed the swap's present value in Equation 14.

=

∙ −

= 208.0

€ ∙

(14)

.

−$198.1

= $61.9

If Company XYZ liquidates the swap, the company must receive $61.9 million to sell the swap. Company XYZ benefited because the company is exchanging dollars for appreciating euros. Thus, the currency swap has a credit risk. Unfortunately, the other party, the dealer, has a large negative present value and could default on the swap.

Why does the value of a currency swap change? Although terms of the swap are fixed, fluctuating interest rates and changing exchange rates alter the swap’s value. If a company holds a foreign currency while the domestic exchange rate appreciates, then value of swap decreases. Remember the company entered into a contract for a foreign currency. If the domestic interest rate increases, subsequently, the present value of the swap rises. Moreover, if the foreign interest rate rises, then the present value of the swap must fall. Opposite is true for the issuer of the swap.

Key Terms

spot transaction

call option

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Kenneth R. Szulczyk

forward transaction

put option

derivative

exercise price

derivative market

strike price

derivative security

expiration date

hedging

American option

speculation

European option

futures

option premium

forward contract

straddle

long position

Volatility Index (VIX)

short position

Credit Default Swaps (CDS)

margin account

currency swap

options contract

 

Chapter Questions

1.Distinguish between spot and forward transactions.

2.Where do derivatives get their value?

3.Distinguish between hedging and speculation.

4.Distinguish between long and short positions.

5.Define a margin account.

6.A company buys 10 contracts for petroleum that specifies a price of $75 per barrel. Each contract specifies 1,000 barrels. Who pays and how much into the margin account if the price of petroleum shoots up to $150 per barrel?

7.An investor buys a currency futures contract for $1 = 1.5 euros from a bank for 150,000 euros. Who pays and how much into a margin account if the exchange rate changes to $1 = 1 euro?

8.Distinguish between a futures and options contract.

9.Distinguish between a call option and a put option.

10.Which factors determine the value of an option’s premium?

11.You are holding 10 call options for petroleum with a strike price of $75 per barrel. Option premium equals $0.5 per barrel, and each contract specified a quantity of 1,000 barrels. Compute the premium, and whether you will exercise this option if the market price is $50 per barrel?

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12.A farmer bought 100 put options for corn. Strike price of corn equals $5 per bushel; the option premium is $0.01 per bushel, and each contract specified a quantity of 100 bushels. Calculate the farmer’s premium, and whether he will exercise this option if the market price of corn equals $6 per bushel?

13.Can you identify any problems for a finance company to issue derivatives that are not based on a commodity, but on a stock market index?

14.What are Credit Default Swaps (CDS)?

15.Could the Federal Reserve or U.S. government have prevented the 2008 Financial Crisis?

16.Company XYZ enters into a 5-year swap agreement with a dealer, and four years have passed. Payments are semi-annual, and two payments are left. Swap's face values are $100 million and 110 million euros with a coupon interest of 3% for U.S. dollars and 4% for the euros. Current discount rates are 5% APR for the U.S. and 6% APR in Europe while the current spot exchange is St = $1.2 / euro. Calculate the swap's present value.

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19.Transaction and Economic Exposures

As a business invests or operates in a foreign country, a changing exchange rate causes gains or losses on international business activities. We define these gains or losses as transaction exposure, economic exposure, translation exposure, and tax exposure. Consequently, this chapter defines the types of exposures and outlines the strategies an international company can use to reduce its losses from the transaction and economic exposures. Unfortunately, the translation and tax exposures are beyond the scope of this book.

Exposure Types

Firms are subjected to currency risk, called exposure. Exposure changes a company's profits, net cash flow, and market value. Every international corporation or business can experience four exposures, originating from their international activities. We explain each exposure in detail.

Transaction exposure comes from the risk of transactions denominated in different currencies. Consequently, a change in an exchange rate alters the value of outstanding financial obligations, such as accounts receivable and accounts payable. Unfortunately, a change in an exchange rate impacts cash flow and alters a company's current contractual obligations. For example, Swiss Cruises, a Swiss company, buys U.S. supplies and sells cruises to U.S. customers. Hence, it prices its supplies and vacation cruises in U.S. dollars. Any fluctuations in the U.S. dollar-Swiss franc exchange rate will alter its financial obligations.

Economic exposure is how a firm’s expected cash flows are affected by unexpected changes in currency exchange rates. Exchange rate alters future sales, prices, and costs. We also call it operating exposure, competitive exposure, or strategic exposure. For example, Swiss Cruises pays most its costs in francs and receives 50% of its revenues in U.S. dollars. Unfortunately, Swiss Cruises cannot raise its price because vacation cruises are highly competitive, and it would lose customers by raising the price. If the Swiss franc is appreciating while the U.S. dollar is depreciating, subsequently, its cash flows will worsen. Unfortunately, its revenues are in U.S. dollars that are losing value while its costs are in francs that are strengthening in value. Keeping them straight, economic exposure is how a change in an exchange rate influences a company's finances over time, while transaction exposure is a change in exchange rates impact current assets and liabilities.

Translation exposure, referred to as accounting exposure, is fluctuations in currency exchange rates affect a firm’s consolidated statements. For example, Swiss Cruises has inventories of U.S. dollars and U.S. dollar loans of an equal amount. Then accountants convert balance sheet items into francs. A depreciating U.S. dollar causes the value of loans to decrease because its liabilities are decreasing. However, the value of current assets is decreasing from the dollar inventories. Nevertheless, due to Swiss accounting rules, accountants use different exchange rates to convert U.S. dollar inventories and the U.S. dollar loans into francs. Consequently, accountants generate accounting gains or losses by using the various exchange

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rates to calculate a company’s financial statements. Company must consider the accounting rules among different countries, and how cash flows will impact a company’s financial statements.

Tax exposure is fluctuations in currency exchange rates affect a company's cash flow, and hence its taxable income. Thus, losses from transaction exposure can reduce taxable income, whereas losses from economic exposure reduce taxable income over future years. On the other hand, translation exposures are not related to cash flows and do not reduce taxable income. Thus, companies could gain profit from favorable changes in the exchange rates.

Measuring and Protecting against Transaction Exposure

We can identify and measure transaction exposure. Firms sell products or purchase resources by entering contracts. Firms can even buy and sell contracts on the derivatives markets to hedge against price uncertainty. If firms do not have contracts, then they must forecast future spot prices, and spot prices can fluctuate wildly.

For example, Swiss Cruises sold cruise packages to a U.S. wholesaler for $2.5 million U.S. dollars and bought fuel oil for $1.5 million in U.S. dollars. Both transactions will occur in 30 days, giving a predictable cash flow. If today's spot exchange rate is 1.45 Swiss francs equal $1, then we calculated the profit, 1.45 million francs by using Equation 1.

profit =

1.45 franc

$2,500,000 $1,500,000 = 1,450,000 francs

(1)

 

$1

 

 

However, the transaction occurs in 30 days, and the spot exchange rate can fluctuate. Consequently, Swiss Cruises profits in francs will fluctuate along with the exchange rate. A large company would employ a specialist who predicts and forecasts prices and exchange rates. In Swiss Cruises' case, the specialist has determined the franc-U.S. dollar exchange rate fluctuates ±10%. Thus, the net transaction exposure could fluctuate between 1,305,000 and 1,595,000 francs, which we calculate by multiplying the profit by 1±0.10, or by 0.9 for the lower number and 1.1 for the upper number. In this case, Swiss Cruises has a favorable transaction exposure because revenues in dollars always exceed the costs in dollars.

A company can use strategies to protect its revenues and expenses in a foreign country. For example, a U.S. company, Trident, sold equipment to a British company for 3 million pounds due in 90 days as an accounts receivable. Although Trident sold the equipment, it must wait 90 days for its revenue, and anything could happen within 90 days. An analyst at Trident views four strategies to reduce any losses from this international transaction. Strategies are:

1.Spot exchange rate equals $1.762 per 1 pound, and the company will use the spot exchange rate in 90 days.

2.Trident Company can use a derivatives contract. Trident can buy a 90-day forward contract with an exchange rate of $1.785 / 1 pound from a large bank.

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3.Trident Company can buy a 90-day put option for pounds. Put option grants Trident the right to sell British pounds at the strike price of $1.75 / pound with a premium of 1.5%. On the other hand, Trident could buy a 90-day call option for U.S. dollars, which would achieve the same thing.

4.The Trident Company could borrow funds from a British bank. The 90-day loan rate in pounds is 14% Annual Percentage Rate (APR).

Strategy 1: Trident does nothing, and it exchanges funds using the spot exchange rate. If the exchange rate does not change, then Trident will receive $5.286 million, computed in Equation 2. Nevertheless, Trident has an exchange rate risk. If the British pounds appreciate, subsequently, Trident will gain more U.S. dollars. On the other hand, if the British pounds depreciate, then Trident receives fewer U.S. dollars.

($) = 3

$1.760

1

= $5.28

(2)

Strategy 2: Trident enters a forward contract. A forward contract is better than a currency futures because the forward contracts are tailor made for amounts and do not require a margin call. Consequently, Trident does not have any exchange rate risk because it locked into an exchange rate today. Trident will receive $5.355 million in 90 days, calculated in Equation 3. Forward contract is better than the future spot exchange rate.

($) = 3

$1.785

1

= $5.355

(3)

Strategy 3: Trident buys the put option. It pays a premium, $78,750, calculated in Equation 4 and insured its transaction for an exchange rate of $1.75 per pound. Thus, Trident does not have an exchange rate risk, and the option guarantees at least $5.25 million, computed in Equation 5. Trident will only exercise the put if the British pounds depreciate, and the exchange rate falls below $1.75 per pound. Although the put option yields less revenue than the forward, Trident would buy the put option if it strongly believes the British pound will appreciate. If the pound does indeed appreciate, subsequently, Trident sells its pounds in the spot exchange market. However, if the pounds depreciate, then Trident uses the put option to sell its pounds, preventing a loss.

($) = 3

(0.015) $1.750

1

= $78,750

(4)

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