CM EIP Capital Markets – Excluded Investment Products – Securities, Collective Investment Schemes (EIP) and Foreign Exchange

Correct: Multiplying the difference between the actual asset weight and the benchmark weight by the benchmark return is the correct method because it isolates the impact of the manager’s decision to deviate from the passive asset mix. By using the benchmark return as the multiplier, the calculation focuses strictly on the weighting decision and ignores any gains or losses resulting from the specific securities chosen within that asset class.

Incorrect: The method of multiplying the difference between actual and benchmark returns by the actual weight is wrong because this describes security selection, which measures the manager’s skill in picking individual assets that outperform the sector. The approach involving the risk-free rate and beta is wrong because it refers to the Jensen measure, which is used to calculate risk-adjusted performance rather than attributing returns to specific allocation decisions. Comparing the total weighted returns of the managed and bogey portfolios is wrong because it only identifies the total excess return and fails to decompose that return into specific components like asset allocation or sector choice.

Takeaway: Asset allocation contribution is calculated by multiplying the difference in weights by the benchmark return, while security selection is calculated by multiplying the difference in returns by the actual weight.

Correct: The statement that forward points serve as a reliable indicator of future spot rates is the right answer because forward points are strictly a mathematical reflection of the interest rate differential between two currencies. They are used to price the forward contract to prevent arbitrage and do not represent a market prediction or forecast of where the spot exchange rate will actually be at a future date.

Incorrect: The statement regarding higher interest rate currencies trading at a discount is wrong because it is a true principle; the currency with the higher yield must be cheaper in the forward market to offset the interest gain. The statement about arbitrage and risk-free profits is wrong because it correctly describes the outcome of a violation of interest rate parity, where market forces act to realign rates. The statement about the components of forward points is wrong because it accurately identifies the three primary variables—spot rate, interest rates, and time—used in the standard calculation formula.

Takeaway: Forward points are derived from interest rate differentials and do not serve as a forecast for future spot prices, ensuring that no risk-free profit can be made from interest rate differences alone.

Correct: Prioritizing the Sharpe measure is the right action because it uses standard deviation to measure total risk. For a concentrated or inadequately diversified portfolio, total risk is the relevant metric as it captures both systematic and nonsystematic risk that the investor is exposed to.

Incorrect: Using the Treynor measure is inappropriate here because it only considers systematic risk (beta) and assumes the portfolio is already well-diversified; for a concentrated fund, this could lead to an overestimation of performance. The Jensen differential return measure is also unsuitable for the same reason, as it relies on the Capital Asset Pricing Model which focuses on systematic risk rather than total risk. The time-weighted return method is a way to calculate the rate of return independent of cash flows, but it is not a risk-adjusted performance measure and does not account for the portfolio’s risk level.

Takeaway: The Sharpe measure is the preferred tool for evaluating the performance of portfolios that are not well-diversified because it relates excess return to total risk rather than just systematic risk.

Correct: Statement I is correct because spot transactions are settled two business days after the trade date; for a trade on Thursday, the two business days are Friday and the following Monday. Statement II is correct because in foreign exchange markets, the party asking for a quote (the price taker) must always buy at the higher offer rate and sell at the lower bid rate. Statement IV is correct because forward contracts are specifically designed to allow parties to fix an exchange rate on the trade date for a settlement date that occurs further in the future than the standard spot date.

Incorrect: Statement III is incorrect because the bid-offer spread reflects the market maker’s risk and profit margin; when market volatility or uncertainty increases, the spread will widen rather than narrow to compensate the bank for the increased risk of price movements.

Takeaway: Spot foreign exchange transactions settle on a T+2 basis, and the bid-offer spread paid by price takers typically widens during periods of high market volatility. Therefore, statements I, II and IV are correct.

Correct: Statement I is correct because the Capital Asset Pricing Model (CAPM) calculates the expected return by adding the risk-free rate to the product of the asset’s beta and the equity risk premium (3% + [1.2 x 6%] = 10.2%). Statement III is correct because an allocation of $125,000 represents exactly 25% of the $500,000 managed portfolio, which falls within the established strategic range of 20% to 30% for high-grade corporate bonds. Statement IV is correct because the investment mandate for a conservative profile specifically limits exposure to very high-risk assets, such as commodities and derivatives, to a maximum of 5% of the total managed funds.

Incorrect: Statement II is incorrect because alpha returns are only present when the actual or past return of an asset is higher than the expected return calculated via CAPM. Since the past return of 9.5% is lower than the 10.2% expected return, the stock does not provide alpha and should not be recommended for that purpose, regardless of whether it exceeds the risk-free rate.

Takeaway: Successful portfolio management requires ensuring that individual asset selections provide alpha relative to their risk-adjusted expected returns while strictly adhering to the percentage limits defined in the strategic asset allocation. Therefore, statements I, III and IV are correct.

Correct: Statement I is correct because ordinary shareholders hold a residual claim, meaning they are the last to receive any remaining assets during a liquidation after all creditors and preference shareholders have been paid. Statement II is correct because the principle of limited liability protects a shareholder’s personal assets, ensuring they cannot lose more than the amount they originally invested in the company. Statement IV is correct because preference shares are considered hybrid instruments, combining the fixed-income nature of debt with the perpetual life characteristic of equity.

Incorrect: Statement III is incorrect because renounceable rights are specifically designed to be transferable and can be traded on the open market. This allows shareholders to sell their rights to others if they do not wish to purchase the new shares themselves. Only non-renounceable rights are restricted from being traded or transferred.

Takeaway: Ordinary shares provide residual claims and limited liability, while preference shares act as hybrids; understanding the tradability of rights issues is key to managing shareholder dilution and value. Therefore, statements I, II and IV are correct.

Correct: Statement I is correct because when the forward rate is lower than the theoretical parity rate, an arbitrageur profits by borrowing the currency with the lower interest rate and investing in the currency with the higher interest rate to capture the yield differential. Statement II is correct because market convention dictates that if forward points are quoted in a descending order (where the bid is higher than the offer), they represent a discount and must be subtracted from the spot rate. Statement III is correct because settlement risk is a specific form of counterparty credit risk that occurs in the two-day period immediately before the actual delivery of funds.

Incorrect: Statement IV is incorrect because the provided text explicitly states that there is no liquidity risk in foreign exchange transactions as currencies are exchanged bilaterally between participants. While price liquidity may fluctuate during extreme market events, the fundamental risk of being unable to exchange currencies is considered non-existent in this context.

Takeaway: Covered interest arbitrage allows market participants to lock in risk-free profits by simultaneously executing spot, forward, and money market transactions when interest rate parity is violated. Therefore, statements I, II and III are correct.

Correct: Statement I is correct because when the current ratio is greater than 1.0, a proportional decrease in both current assets and current liabilities (such as using cash to pay a debt) results in a mathematical increase in the ratio. Statement II is correct because the acid test ratio excludes inventory from the numerator; therefore, a write-down of inventory value affects the current ratio but leaves the acid test ratio unchanged. Statement IV is correct because the times interest earned ratio measures a firm’s ability to cover its interest obligations from operating profits, with a higher ratio indicating a safer margin for creditors.

Incorrect: Statement III is incorrect because purchasing inventory on credit increases current liabilities (the denominator) while the numerator of the acid test ratio remains the same, as inventory is not considered a quick asset. This transaction would actually cause the acid test ratio to decrease.

Takeaway: Understanding the specific components of liquidity ratios is essential, as certain transactions like inventory changes impact the current ratio while leaving the more stringent acid test ratio unaffected. Therefore, statements I, II and IV are correct.

Correct: Identifying the price-weighted index is the correct action because this methodology uses an arithmetic average of current share prices. In this system, the weight of a security is determined solely by its absolute dollar price, meaning a high-priced share will have a significantly larger impact on the index’s movement than a low-priced share, even if the high-priced company has a smaller total market capitalization.

Incorrect: The value-weighted index is incorrect because it bases weighting on total market capitalization (price multiplied by shares outstanding); a company with a small market capitalization would have a very low impact on this index regardless of how high its individual share price is. The equal-weighted index is incorrect because it treats every constituent equally based on percentage changes, ensuring that a high-priced stock has the same influence as any other stock in the index. The geometric-weighted index is also incorrect as it is a specific type of equal-weighted index that prevents any single high-priced stock from dominating the index’s performance.

Takeaway: In a price-weighted index, the absolute share price is the sole determinant of a stock’s influence, which can lead to high-priced stocks disproportionately affecting the index regardless of their actual market size.

Correct: Underweighting interest-sensitive shares and overweighting defensive shares is the right answer because interest-sensitive shares are expected to underperform during periods of high interest rates, while defensive shares are designed to be less affected by the downside of a business cycle or economic recession.

Incorrect: Overweighting interest-sensitive shares is wrong because these stocks typically decline in value when interest rates rise. Overweighting cyclical shares is incorrect because these securities are expected to perform poorly during economic downturns and recessions. Underweighting defensive shares is wrong because it removes the stability needed when a recession is anticipated, leaving the portfolio more vulnerable to losses.

Takeaway: Active sector rotation involves adjusting portfolio weights among interest-sensitive, cyclical, and defensive shares based on the expected phase of the business cycle to outperform the market average.

Correct: The statement that REITs are passive vehicles focused on rental income with a 90% distribution requirement is correct because REITs are designed to provide steady income from property leases. Unlike business trusts, which can pursue more aggressive and unrestricted investment strategies, REITs must adhere to strict distribution and investment guidelines to provide a steady stream of income to investors.

Incorrect: The suggestion that business trusts have a 90% distribution requirement is wrong because that specific legal mandate is a defining feature of REITs, not business trusts. The description of REITs as aggressive companies is incorrect because they are passive trust structures focused on stable rental returns rather than aggressive growth. The claim that REITs are typically unlisted is false; unit trusts are generally the unlisted vehicles in this context, whereas REITs are listed on the exchange to provide investor liquidity.

Takeaway: Investors seeking steady income should prioritize REITs due to their mandatory 90% income distribution and passive investment nature compared to the more flexible and aggressive business trust structure.

Correct: The interest calculation for US Dollars uses a 360-day year basis, while Singapore Dollars use a 365-day year basis. When calculating simple interest, the number of days is divided by the day-basis denominator. Since 360 is a smaller denominator than 365, the resulting fraction and the final interest amount will be higher for the USD deposit, assuming all other variables like principal and rate are identical.

Incorrect: The claim that the SGD deposit yields more is wrong because a larger denominator (365) reduces the interest amount for a fixed number of days. The statement that day-basis only applies to compound interest is incorrect, as the formula for simple interest explicitly incorporates the day-basis to determine the interest period. The idea that interest amounts are identical regardless of currency is false because financial markets follow specific conventions for different currencies to ensure standardized pricing.

Takeaway: Investors must account for currency-specific day-basis conventions, such as 360 days for USD and 365 days for SGD, as these denominators directly impact the total interest earned.

Correct: Selecting a rate based on alternative investments is the right answer because the discount rate represents the investor’s opportunity cost. In financial calculations, the discount rate is the rate of return that could be earned on other investments of similar risk, and it should be at least equal to the yield on a government bond with a matching maturity period to the investment being evaluated.

Incorrect: Using the dividend yield is wrong because that metric only measures the income component of a share’s return relative to its current market price, not the required rate for discounting future sums. Using the inflation rate is incorrect because the discount rate must account for the opportunity cost of capital and specific investment risk, not just changes in purchasing power. Calculating an annuity’s future value to derive a rate is an incorrect mathematical procedure that does not reflect the risk-adjusted cost of a single future payment.

Takeaway: The discount rate is a risk-adjusted measure of an investor’s opportunity cost, used to determine the present value of future cash flows by comparing them to alternative investment returns.

Correct: Calculating the time-weighted return is the right answer because it effectively removes the impact of external cash flows, such as client deposits or withdrawals, from the performance calculation. This method measures the growth of a portfolio as if no money was added or removed, making it the standard for evaluating the skill of a fund manager independently of investor behavior.

Incorrect: Using the dollar-weighted return is wrong because this metric is sensitive to the timing and magnitude of cash flows; if a large withdrawal occurs before a market rally, the dollar-weighted return will be lower, even if the manager’s picks were excellent. Applying the arithmetic mean return is incorrect because it is a simple average that does not account for the compounding of returns over multiple periods. Reporting the realized rate of return is wrong because it only accounts for closed positions and ignores the unrealized gains or losses in the current portfolio, providing an incomplete picture of performance.

Takeaway: To evaluate a manager’s investment skill in a fund with frequent capital movements, use the time-weighted return to neutralize the effects of cash flow timing.

Correct: The difference in prevailing interest rates between the two currencies involved is the primary factor. In foreign exchange markets, the forward rate is mathematically derived from the spot rate adjusted for the interest rate differential between the two countries over the period of the contract to prevent arbitrage.

Incorrect: The options regarding foreign reserves, GDP growth, and trade balance figures are incorrect. While these macroeconomic factors can influence the general direction of exchange rates and market sentiment over time, they are not the direct mechanical components used to calculate the specific forward rate of a currency contract.

Takeaway: The forward rate of a currency is primarily determined by the interest-rate differential between the two countries involved, reflecting the cost of carry principle.

Correct: Statement I is correct because the risk-return tradeoff is a fundamental principle where investors expect to be rewarded with higher potential returns for taking on greater uncertainty. Statement II is correct because the VIX index is a forward-looking measure that tracks the market’s expectation of volatility for the next 30 days, serving as a sentiment indicator. Statement III is correct because different markets sit at different points on the risk continuum, with established mature markets generally seen as more stable than emerging ones.

Incorrect: Statement IV is incorrect because while government bonds are often considered safe havens, they are not entirely risk-free as they still carry counterparty and sovereign risks that can affect their value and stability. It would be factually incorrect for an advisor to guarantee they are risk-exempt.

Takeaway: Investment analysis requires understanding the positive correlation between risk and return across different asset classes and using volatility indicators to gauge market sentiment. Therefore, statements I, II and III are correct.

Correct: Statement I is correct because the constant growth model requires the required rate of return to be strictly greater than the growth rate; otherwise, the denominator becomes zero or negative, leading to a meaningless valuation. Statement IV is correct because the formula specifically uses the dividend expected to be received at the end of the first year as the numerator to calculate the current intrinsic value.

Incorrect: Statement II is incorrect because the constant growth model is most suitable for large, mature, and broadly diversified companies with predictable dividend patterns, rather than small-cap stocks with volatile payouts. Statement III is incorrect because the model assumes that the constant growth rate will continue for an infinite period, not a finite duration or until liquidation.

Takeaway: The Gordon Growth Model provides a valid intrinsic value only when the required rate of return exceeds the constant infinite growth rate of dividends. Therefore, statements I and IV are correct.

Correct: Statement I is correct because the dividend payout ratio and the retention ratio are complementary components of a firm’s earnings; if the percentage paid out as dividends increases, the percentage retained for reinvestment must decrease. Statement II is correct because yield compression refers to the phenomenon where a rising share price reduces the dividend yield, assuming the absolute dividend amount remains the same. Statement IV is correct because the earnings yield is often compared to bond yields to determine relative value; a higher earnings yield relative to fixed-income returns typically suggests that equities are undervalued or more attractively priced.

Incorrect: Statement III is incorrect because if the intrinsic value (the fair value determined by financial analysis) is higher than the current market price, the stock is considered undervalued, not overvalued. Overvaluation occurs when the market price is higher than the intrinsic value.

Takeaway: Investors use absolute valuation to identify undervalued stocks where intrinsic value exceeds market price, and monitor yield compression to understand how rising prices impact investment returns. Therefore, statements I, II and IV are correct.

Correct: A total return of negative 2.0% for the period is correct because total return is calculated by adding the cash income received to the capital gain or loss and then dividing that sum by the initial purchase price. In this scenario, the income per unit is $0.15 ($75 divided by 500 units) and the capital loss is $0.20 ($2.30 sale price minus $2.50 purchase price). Adding the $0.15 income to the $0.20 loss results in a net loss of $0.05 per unit, which is a 2% loss relative to the $2.50 starting price.

Incorrect: The return of positive 6.0% is incorrect because it only calculates the yield from the cash distributions and completely ignores the decline in the market price of the units. The return of negative 8.0% is incorrect because it only reflects the capital loss from the price drop and fails to include the positive cash flow from the distributions received. The return of positive 4.0% is incorrect as it represents a mathematical error in combining the income and capital loss components.

Takeaway: Total return is a comprehensive measure of performance that must account for both periodic cash flows and the change in the asset’s market value relative to its initial cost.

Correct: Statement I is correct because according to the constant-growth model, the expected growth rate of dividends is positively related to the P/E ratio; investors are willing to pay a higher multiple for companies with higher growth prospects. Statement II is correct because the required rate of return is inversely related to the P/E ratio; as the required return (or risk) increases, the price investors are willing to pay per dollar of earnings decreases.

Incorrect: Statement III is incorrect because a stock is considered undervalued, not overvalued, when its intrinsic value is higher than its current market price. Statement IV is incorrect because the dividend payout ratio has a positive relationship with the P/E ratio; a higher payout ratio generally leads to a higher P/E multiple, provided other factors like growth and risk remain constant.

Takeaway: The P/E ratio is fundamentally determined by the expected dividend growth rate, the required rate of return, and the dividend payout ratio, while intrinsic value comparisons identify market mispricing. Therefore, statements I and II are correct.

Correct: Calculating the coefficient of variation is the right answer because it allows an advisor to compare investments with different returns and risks by measuring the risk per unit of expected return. This provides a standardized metric to see which investment offers a better balance of risk and reward relative to its volatility.

Incorrect: Focusing only on standard deviation is wrong because it only measures volatility without considering the potential return, which might lead to rejecting a high-performing asset that justifies its risk. Selecting based only on expected return is wrong because it ignores the risk of loss or variability in outcomes. Prioritizing counterparty risk is wrong because it is a specific risk category related to default rather than a comparative measure of overall risk-adjusted efficiency.

Takeaway: The coefficient of variation is the most effective measure for comparing the relative riskiness of investments that have different expected rates of return.

Correct: Increasing the share price is the correct action because the constant-growth model calculates value by dividing the next period’s dividend by the difference between the required rate of return and the growth rate. When the required rate of return decreases and the growth rate remains constant, the denominator (the spread) becomes smaller, which results in a significantly higher computed value for the share.

Incorrect: Decreasing the share price is wrong because a lower required rate of return acts as a lower discount rate, which increases the present value of future dividends. Maintaining the current price is wrong because the model is extremely sensitive to even small changes in the required rate of return or the growth rate. Adjusting the price only if the return on equity changes is incorrect because the change in the required rate of return alone is sufficient to necessitate a valuation update under the dividend discount model.

Takeaway: The relationship between the required rate of return and the growth rate is the primary determinant of value in the dividend discount model, where a smaller spread always leads to a higher valuation.

Correct: Statement II is correct because the balance sheet is designed to show the financial condition of a company at a specific point in time, such as the financial year-end. Statement III is correct because the income statement provides a summary of the firm’s revenues and expenses over a given time period to indicate its efficiency and profitability.

Incorrect: Statement I is incorrect because a profitable growth company is not necessarily a good investment if its current market price already reflects all its future growth potential. Statement IV is incorrect because fundamental analysis requires looking at both quantitative financial data and qualitative non-financial data, such as the Directors’ Report and business reviews, to fully understand a company’s viability.

Takeaway: Fundamental analysis involves using financial statements to verify a company’s value while ensuring that the market price has not already over-extended beyond the firm’s actual earnings and dividend prospects. Therefore, statements II and III are correct.

Correct: Statement I is correct because standard deviation represents the price volatility of an asset class by measuring the dispersion of its returns. Statement II is correct because the coefficient of variation is a relative measure that determines the amount of risk taken for every unit of return generated. Statement IV is correct because this metric is specifically required to compare the risk-return profiles of investments that do not share the same expected returns or volatility levels.

Incorrect: Statement III is incorrect because the coefficient of variation is calculated as standard deviation divided by the expected return. If the standard deviation is the same for two funds, the fund with the higher expected return will result in a lower coefficient of variation, representing better risk-adjusted performance.

Takeaway: Investors use the coefficient of variation to compare the relative risk of different investments, as it standardizes risk by measuring it per unit of expected return. Therefore, statements I, II and IV are correct.

Correct: Statement I is correct because there is an inverse relationship between interest rates and P/E ratios; as interest rates rise, the required rate of return increases, which reduces the P/E ratio. Statement IV is correct because the P/E ratio relies on positive earnings; if a company incurs a loss, the resulting negative denominator makes the ratio meaningless for standard valuation analysis.

Incorrect: Statement II is incorrect because a PEG ratio below 1 is typically viewed as a sign that a stock is undervalued relative to its growth, while a ratio of 4 or higher suggests it is overvalued. Statement III is incorrect because the P/B ratio is most effective for companies with significant tangible assets or financial investments, rather than service-based firms where intangible assets predominate.

Takeaway: Equity valuation requires understanding how macroeconomic factors like interest rates impact P/E ratios and recognizing the specific conditions under which PEG and P/B ratios provide reliable signals. Therefore, statements I and IV are correct.

Correct: Statement I is correct because the Price to Book (P/B) ratio is particularly useful for companies with liquid assets, such as banks, where assets can be more easily converted to cash. Statement II is correct because the Price to Sales (P/S) ratio is advantageous for valuing start-ups or new companies that have not yet generated positive earnings, as sales figures are typically positive and less volatile than earnings.

Incorrect: Statement III is incorrect because a major disadvantage of the P/B ratio is that it cannot fairly measure the value of intangible assets like patents, proprietary research, or brand equity. Statement IV is incorrect because a low P/S ratio is not always a positive indicator; it may instead signal that a company is unprofitable or that the market has concerns about the company’s high operating expenses and liabilities.

Takeaway: While P/B is effective for asset-heavy liquid firms and P/S is useful for firms without earnings, analysts must account for the fact that P/B ignores intangibles and P/S ignores the company’s cost structure and profitability. Therefore, statements I and II are correct.

Correct: A supermarket chain can maintain a very low quick ratio because its current assets are financed by short-term credit is the right answer because supermarkets deal in fast-moving consumer goods where inventory is quickly converted to cash and liabilities are managed through supplier credit.

Incorrect: The statement that quick ratios are more meaningful for real estate firms is wrong because such ratios are less useful for non-retail sectors like banking and property development. The claim that an equal increase in assets and liabilities increases the ratio is wrong because, for any ratio currently above 1.0, an equal addition to both the numerator and denominator results in a lower overall ratio. The assertion that 1.5 is a universal minimum is wrong because liquidity requirements vary by industry and many modern companies operate efficiently with lower ratios than traditional benchmarks.

Takeaway: Financial ratio analysis requires an understanding of industry-specific norms and the mathematical impact of accounting changes on liquidity metrics.

Correct: The claim that the interest coverage ratio is less than 5.0 is the right answer because it is factually incorrect. To find this ratio, one must calculate the earnings before interest and tax (EBIT), which is the profit before tax (39,000) plus the interest expense (5,000), totaling 44,000. Dividing this EBIT by the interest expense of 5,000 results in an interest coverage ratio of 8.8. This high ratio indicates the company has a strong ability to meet its interest obligations, contradicting the statement.

Incorrect: The statement regarding the current ratio is wrong because it is factually true; dividing current assets (90,000) by current liabilities (65,000) yields 1.38, which is a standard measure of short-term liquidity. The statement about the net profit margin is also wrong because it is true; dividing net income (27,000) by sales (120,000) results in exactly 22.5%. The statement about the debt-to-equity ratio is wrong because it is true; dividing total liabilities (100,000) by total equity (210,000) results in approximately 0.48, indicating the company is primarily equity-financed.

Takeaway: Financial ratio analysis requires accurately identifying figures from the balance sheet and income statement to assess a firm’s liquidity, profitability, and debt-servicing capacity.

Correct: Statement I is correct because cash flows are independent of accounting methods and are generally more stable and less prone to manipulation than earnings. Statement III is correct because the Enterprise Value to EBITDA ratio incorporates debt and cash, allowing for a fair comparison between companies with different capital structures, which is common in the oil and gas industry.

Incorrect: Statement II is incorrect because the Price to Sales ratio ignores a company’s cost structure; therefore, a lower ratio does not automatically mean a company is better managed if its expenses are disproportionately high. Statement IV is incorrect because analysts typically prefer Discounted Cash Flow analysis for new media companies, as their value is derived from connectivity and network assets rather than physical assets or simple sales multiples.

Takeaway: While different valuation ratios provide unique insights, they must be applied based on industry characteristics and with an understanding of what each metric excludes, such as expenses or non-cash items. Therefore, statements I and III are correct.

Correct: Statement I is correct because Treasury bills are government-issued debt instruments sold at a discount to their face value and are widely accepted as the benchmark for a risk-free rate of return. Statement III is correct because Eurodollar bonds are specifically defined as international bonds that are denominated in US dollars but issued and sold in markets outside of the United States.

Incorrect: Statement II is incorrect because commercial papers are unsecured promissory notes, meaning they are backed only by the issuer’s credit rather than specific collateral. Statement IV is incorrect because banker’s acceptances are negotiable instruments that can be traded or discounted in the money market, and they are primarily used to facilitate international trade rather than domestic retail transactions.

Takeaway: Understanding the distinction between secured and unsecured short-term debt, as well as the specific currency and geographical traits of international bonds, is essential for accurate product classification. Therefore, statements I and III are correct.