International Financial Management and Securities Markets

Comprehensive practice flashcards covering International Financial Management principles, securities market organization, international flow of funds, balance of payments, and exchange rate determination.

How is International Financial Management (IFM) defined, and how does it integrate corporate finance with the international environment?

International Financial Management applies corporate finance principles (planning, financing, investing, and controlling financial resources to create value) while accounting for exchange rates, country risk, taxation, regulation, and global capital markets across cross-border transactions.

What is the core idea explaining why a financial decision deemed attractive domestically may behave differently abroad?

A financial decision that looks attractive in the home country may have a different risk–return profile when currencies, taxes, regulations, and country conditions are considered.

Which six core economic and financial theories justify the need for International Financial Management?

Agency Theory, Transaction Cost Theory, Portfolio Theory, Market Imperfections, Product Cycle Theory, and the Theory of Comparative Advantage.

How do transaction exposure, translation exposure, and economic exposure differ from one another?

Transaction exposure is the risk arising from contracted foreign-currency cash flows (e.g., USD payable in 90 days); translation exposure is the accounting impact when foreign subsidiary financial statements are converted into the parent company's currency; and economic exposure is the long-term impact of exchange rates on competitiveness, future cash flows, and overall firm value.

An importer has an invoice of $\$100{,}000\text{ USD}$. If the exchange rate rises from $178\text{ DJF/USD}$ to $190\text{ DJF/USD}$, what is the total cost increase in DJF?

The cost increases from $17{,}800{,}000\text{ DJF}$ to $19{,}000{,}000\text{ DJF}$, representing an extra cost of $1{,}200{,}000\text{ DJF}$.

How do branches, franchises, and licensing differ across ownership, capital commitment, and control?

A branch is owned and directly controlled by the parent company with high capital commitment and direct operational risk; a franchise is run by an independent franchisee under contract with lower capital commitment for the franchisor and moderate control; licensing grants rights to use intellectual property or technology to an independent licensee with low capital commitment and limited contractual control.

What are the four primary characteristics that determine the quality of a good securities market?

Timely and accurate availability of past transaction information; liquidity (characterized by marketability, price continuity, and depth); low transaction costs; and rapid adjustment of prices to new information.

What is the primary difference in fund flow between a primary capital market and a secondary capital market?

In the primary market, new securities are issued and the funds flow directly to the issuing unit; in the secondary market, outstanding securities are traded between investors, and the issuing unit receives no funds.

What are the original maturity classifications for U.S. Treasury Bills, Treasury Notes, and Treasury Bonds?

Treasury Bills have original maturities of one year or less; Treasury Notes have original maturities of $2\text{ to }10\text{ years}$; and Treasury Bonds have original maturities of more than $10\text{ years}$.

According to the structure of an underwriting syndicate shown in Figure 3.1, what role does the lead underwriter play between the issuing firm and private investors?

The issuing firm negotiates with the lead underwriter, which organizes an underwriting syndicate of multiple investment bankers (such as Investment Bankers A, B, C, and D) to distribute and resell the security issue to private investors.

Based on the price-contingent order matrix in Figure 3.5, which orders correspond to buy and sell actions when the price is above versus below the limit?

A buy order placed when the price is below the limit is a Limit-Buy Order, whereas a buy order placed when the price is above the limit is a Stop-Buy Order. A sell order placed when the price is below the limit is a Stop-Loss Order, and a sell order placed when the price is above the limit is a Limit-Sell Order.

According to Table 3.4, what are the investor's rates of return on a $\$20{,}000$ stock purchase funded with $\$10{,}000$ of debt at $9\%$ interest if the stock price rises by $30\%$, does not change, or falls by $30\%$?

A $30\%$ increase produces a return of $51\%$; no change produces a return of $-9\%$; and a $30\%$ decrease produces a return of $-69\%$.

How do the third market and fourth market differ in securities trading?

The third market refers to the over-the-counter (OTC) trading of exchange-listed shares, whereas the fourth market refers to direct trading of securities between two institutions with no intermediary broker.

An investor sells short $1{,}000$ shares of Dot Bomb at $\$100$ per share with a $50\%$ initial margin and a $30\%$ maintenance margin. At what share price will a margin call occur?

A margin call occurs if the stock price reaches $\$115.38$, calculated via: $\frac{\$150{,}000 - 1{,}000P}{1{,}000P} = 0.30$.

What are the three main accounts that comprise a country's Balance of Payments (BOP)?

The current account (goods, services, and current income flows), the capital account (unilateral shifts in assets such as debt forgiveness, migrant transfers, and resource/patent rights), and the financial account (asset transaction flows including foreign direct investment, security investments, and official reserves).

How does trade volume as a percentage of GDP generally compare between European nations and the United States or Japan?

Trade volume in European countries typically ranges between $30\%\text{ and }40\%$ of their GDP, whereas the trade volume for both the U.S. and Japan typically ranges between $10\%\text{ and }20\%$ of their GDP.

What is the J-curve effect shown in the U.S. Trade Balance diagram, and what causes it?

The J-curve effect illustrates that a currency depreciation initially causes a country's trade balance to worsen before it improves, because international trade commitments are prearranged and cannot be adjusted immediately.

What currency weights were assigned to the IMF's Special Drawing Right (SDR) valuation basket in the 2001 revision?

U.S. dollar: $45\%$, Euro: $29\%$, Japanese yen: $15\%$, and Pound sterling: $11\%$.

What are the five member organizations comprising the World Bank Group?

IBRD (International Bank for Reconstruction and Development), IDA (International Development Association), IFC (International Finance Corporation), MIGA (Multilateral Investment Guarantee Agency), and ICSID (International Centre for Settlement of Investment Disputes).

What valuation model expresses the market value of a multinational corporation (MNC) as a function of multiple cash flows and expected exchange rates?

$\text{Value} = \sum_{t=1}^n \left\{ \frac{\sum_{j=1}^m [\text{E}(\text{CF}_{j,t}) \times \text{E}(\text{ER}_{j,t})]}{(1 + k)^t} \right\}$, where $\text{E}(\text{CF}_{j,t})$ represents expected cash flows in foreign currency $j$, $\text{E}(\text{ER}_{j,t})$ represents the expected exchange rate to convert currency $j$ to U.S. dollars, and $k$ represents the weighted average cost of capital.

What formula calculates the percentage change in the value of a foreign currency between two points in time?

$\text{Percent } \Delta \text{ in foreign currency value} = \frac{S - S_{t-1}}{S_{t-1}}$, where a positive percentage change represents appreciation and a negative percentage change represents depreciation.

What functional equation represents the key economic and governmental determinants of the percentage change in the spot rate ($e$)?

$e = f(\Delta INF, \Delta INT, \Delta INC, \Delta GC, \Delta EXP)$, representing relative changes in inflation differentials ($\Delta INF$), interest rate differentials ($\Delta INT$), income differentials ($\Delta INC$), government controls ($\Delta GC$), and expectations of future exchange rates ($\Delta EXP$).

According to Exhibit 4.8, how do trade-related factors and financial factors channel into determining the equilibrium exchange rate?

Trade-related factors (inflation differential, income differential, trade restrictions) drive import/export goods demand and adjust currency supply and demand, while financial factors (interest rate differential, capital flow restrictions) drive demand for domestic versus foreign securities, collectively establishing the exchange rate.

How does the cross exchange rate between currency A and currency B behave when both move in the same direction against the U.S. dollar?

If both currencies move in the exact same proportion and direction, there is no change in the cross exchange rate. If currency A appreciates against the dollar by a greater degree than currency B, currency A appreciates against currency B.

How did Chicago Bank execute a speculative strategy on an anticipated appreciation of the New Zealand dollar from $\$0.50$ to $\$0.52$ over 30 days?

The bank borrowed $\$20\text{ million}$ at $7.20\%$ for 30 days, exchanged it at \$0.50/\text{NZ}\ for $\text{NZ}\$40\text{ million}$, lent those funds at $6.48\%$ to receive $\text{NZ}\$40{,}216{,}000$, converted the proceeds back at \$0.52/\text{NZ}\ into $\$20{,}912{,}320$, and repaid the U.S. loan principal and interest of $\$20{,}120{,}000$, realizing a profit of $\$792{,}320$.

How did Chicago Bank execute a speculative strategy on an anticipated depreciation of the New Zealand dollar from $\$0.50$ to $\$0.48$ over 30 days?

The bank borrowed $\text{NZ}\$40\text{ million}$ at $6.96\%$ for 30 days, converted it at \$0.50/\text{NZ}\ into $\$20\text{ million}$, lent the dollars at $6.72\%$ to receive $\$20{,}112{,}000$, converted back at \$0.48/\text{NZ}\ to receive $\text{NZ}\$41{,}900{,}000$, and repaid the loan of $\text{NZ}\$40{,}232{,}000$, generating a profit of $\text{NZ}\$1{,}668{,}000$ (or $\$800{,}640$).

Based on Exhibit 4.1, which currency exhibited higher monthly volatility between January 1 and July 1, and what were the respective standard deviations of monthly changes?

The Euro exhibited higher monthly volatility, with a standard deviation of monthly changes of $2.31\%$, compared to $1.04\%$ for the Canadian Dollar.