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CSI Canadian Securities Course Exam2 Sample Questions (Q163-Q168):
NEW QUESTION # 163
Which type of trader specializes in managing block trades on behalf of institution clients?
- A. Liability trader
- B. Responsible designated trader.
- C. Market maker
- D. Agency trader
Answer: D
Explanation:
An agency trader specializes in executing large block trades for institutional clients without taking ownership of the securities. Their role is critical in facilitating liquidity and minimizing market impact during the execution of trades.
* Managing Block Trades:
* Agency traders handle large transactions on behalf of institutions like pension funds or mutual funds, ensuring the trades are completed efficiently.
* They do not use the firm's capital; instead, they act as intermediaries between the buyer and seller.
* Minimizing Market Impact:
* Large trades can significantly impact stock prices if not executed strategically. Agency traders use methods like algorithmic trading or dark pools to mitigate this impact.
* Role vs. Other Traders:
* Liability Trader: Trades using the firm's capital, assuming the risk of the position.
* Market Maker: Provides liquidity by quoting buy and sell prices.
* Responsible Designated Trader: Oversees order flow for specific securities on the exchange.
* The question specifies managing block trades for institutional clients. This matches the role of agency traders, as they focus on executing trades on behalf of clients without taking positions themselves.
Key Responsibilities of Agency Traders:Why Option B Is Correct:References from CSC Study Materials:
* Volume 2, Chapter 27: "Working with the Institutional Client," Section on Roles and Responsibilities in the Institutional Market.
NEW QUESTION # 164
The following financial information is available for fund SKE:
What is SKE fund's net asset value per share?
- A. $11, 90
- B. $10, 00
- C. $9,90
- D. $12,00
Answer: A
Explanation:
A white sheet with black text Description automatically generated
Explanation of Answer Options:
* Option A ($9.90): Incorrect; this value does not reflect the subtraction of liabilities.
* Option B ($11.90): Correct; it accounts for the subtraction of liabilities and proper division by outstanding units.
* Option C ($12.00): Incorrect; it represents the market value of assets per unit without deducting liabilities.
* Option D ($10.00): Incorrect; this value does not align with the given data or calculations.
References to Canadian Securities Course Exam 2 Study Materials:
* Volume 2, Chapter 17- Mutual Funds: Structure and Regulation, Pricing Mutual Fund Units:
* Discusses the formula for calculating NAV per share, including the treatment of liabilities and market value of assets.
* Volume 2, Chapter 22- Other Managed Products:
* Covers the concept of valuation for managed funds and its importance for accurate pricing.
* Volume 1, Chapter 11- Corporations and Their Financial Statements:
* Provides foundational knowledge about book and market values used in calculations.
NEW QUESTION # 165
How can an analyst use trend analysis to analyze a company's financial statements?
- A. Review the company's ratio over the past year, as they provide the best estimate of near-term performance and future trends.
- B. Computer the company's current ratios with its ratios from prior years to determine a trend.
- C. Identity trends by selecting the lowest ratio for the base year, even if a loss is experienced, as it represents a good starting point for analyzing the growth in the ratios.
- D. Analyze the ratios against companies in a wide a range of industries to see how the company is trending in the current economic cycle.
Answer: B
Explanation:
Trend analysisinvolves comparing a company's financial ratios or metrics over several periods to identify patterns or changes that may indicate performance trends. This approach is essential for evaluating a company's financial health over time and detecting improvements or declines in critical financial metrics.
By analyzing thecurrent ratios-which measure liquidity and the company's ability to cover short-term obligations-with data from prior years, an analyst can determine trends such asincreasing efficiency, solvency, or potential financial stress. This method provides meaningful insights into a company's financial trajectory, supporting better decision-making.
Option B and C are incorrect because they either limit the analysis to a short timeframe or ignore the significance of using a stable and representative base year. Option D deviates from the principle of selecting relevant industry peers.
References:
* Volume 2, Chapter 14: Company Analysis, Trend Analysis,Canadian Securities Course.
NEW QUESTION # 166
Which statement best describes the Sharpe ratio?
- A. It compares the return of the portfolio with the riskless rate of return, relative to the portfolio's risk as measured by its standard deviation.
- B. It compares the return of the portfolio with the riskless rate of return, relative to the market's risk as measured by its standard deviation.
- C. It compares the return of the portfolio with the return of the market as a whole, relative to the portfolio's risk as measured by its beta.
- D. It compares the return of the portfolio with the return of the market as a whole, relative to the portfolio's risk as measured by its standard deviation.
Answer: A
NEW QUESTION # 167
A bond with a duration of five is currently priced at $103. If Interest rates rise by 2%. approximately what win be me bond's price?
- A. $97.85
- B. $92.70
- C. $108.15
- D. $113.30
Answer: A
Explanation:
The approximate price change of a bond due to a change in interest rates can be estimated using the formula:
Price Change (%)=#Duration×#Interest Rate ext{Price Change (%)} = - ext{Duration} imes Delta ext
{Interest Rate}Price Change (%)=#Duration×#Interest Rate
Given:
* Duration = 5
* Current Price = $103
* Change in Interest Rate (#Delta#) = 2% or 0.02
Price Change (%)=#5×0.02=#0.10 (#10%) ext{Price Change (%)} = -5 imes 0.02 = -0.10 , (-10%) Price Change (%)=#5×0.02=#0.10(#10%) The new price is calculated as:
New Price=Current Price×(1+Price Change)=103×(1#0.10)=103×0.90=97.85 ext{New Price} = ext
{Current Price} imes (1 + ext{Price Change}) = 103 imes (1 - 0.10) = 103 imes 0.90 = 97.85 New Price=Current Price×(1+Price Change)=103×(1#0.10)=103×0.90=97.85
* A. $108.15 and B. $113.30: These represent price increases, which are incorrect for rising interest rates.
* D. $92.70: This reflects a greater-than-actual price drop, which is inconsistent with the duration-based calculation.
Reference:CSC Volume 1, Chapter 7, "Duration as a Measure of Bond Price Volatility" explains how bond prices respond to interest rate changes.
NEW QUESTION # 168
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