Free CSI CSC2 Practice Exam with Questions & Answers | Set: 4

Sector rotation is a top-down active equity strategy. The manager begins with macroeconomic and industry analysis, then shifts portfolio exposure toward sectors expected to outperform at a particular stage of the business cycle. This approach is more active and aggressive than buy-and-hold investing, but it is generally more practical than pure market timing because the manager remains invested while changing sector weights. Market timing attempts to move in and out of the market altogether, which is highly difficult and often unreliable. Value-oriented management is usually bottom-up because it focuses on individual undervalued securities. Buy and hold is passive or low-turnover. Therefore, sector rotation best matches a top-down active approach.

The adjusted cost base of a mutual fund investment includes the original purchase cost plus reinvested distributions. Reinvested dividends are treated as if the investor received the distribution and then used it to buy additional units. Because those dividends are taxable when distributed in a non-registered account, adding them to ACB prevents double taxation when the fund is later sold. Max’s original investment was $7,000. He also received $1,000 of reinvested dividends, so the adjusted cost base becomes $8,000. The current market value of $10,000 is not the ACB; it is the proceeds or value before disposition. Option C ignores the reinvested dividends, while Option D reflects the unrealized gain. The correct ACB is $8,000.

The approximate price change of a bond due to a change in interest rates can be estimated using the formula:

Price Change (%)=−Duration×ΔInterest Rate\text{Price Change (\%)} = - \text{Duration} \times \Delta \text{Interest Rate} Price Change (%) = −Duration × ΔInterest Rate

Given:

Duration = 5

Current Price = $103

Change in Interest Rate ( Δ\Delta Δ ) = 2% or 0.02

Price Change (%)=−5×0.02=−0.10 (−10%)\text{Price Change (\%)} = -5 \times 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\text{New Price} = \text{Current Price} \times (1 + \text{Price Change}) = 103 \times (1 - 0.10) = 103 \times 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.

A discount brokerage is an ideal platform for clients who seek professional advice but do not require comprehensive financial planning. Discount brokers allow clients to trade securities with minimal fees, offering tools and resources for investment decision-making without the cost of full-service advisory.

Why This Platform is Appropriate :

Clients retain control over their portfolios but can access limited advisory services when needed.

Suitable for investors who are comfortable with self-directed investing and require occasional guidance.

Why Other Options Are Incorrect :

A : A family office provides high-end services, including financial planning, making it excessive for this client.

B : A self-directed brokerage is entirely self-managed, without access to advisory support.

C : ETFs are an investment product, not a platform.

Correlation measures how two securities move in relation to each other. A correlation of +1.0 means the two stocks move perfectly together, so diversification provides no reduction in variability. A correlation of 0.0 means there is no consistent relationship, which reduces some portfolio risk but does not eliminate variability. A correlation of +0.5 still shows a positive relationship, so risk reduction is limited. A correlation of -1.0 means the two securities move perfectly opposite to each other. In theory, if two assets have perfectly negative correlation and are properly weighted, one asset’s gain can offset the other asset’s loss, eliminating variability in total returns. Therefore, -1.0 is the correct answer.

Rules-based ETFs, also known as smart beta ETFs, use predetermined rules or algorithms to select and weight securities in their portfolios. These ETFs aim to outperform traditional market-capitalization-weighted ETFs by targeting specific factors such as value, momentum, quality, or volatility.

Strategic Factor Weighting: Securities are weighted based on fundamental or quantitative factors, not just market capitalization.

Higher Returns Potential: These ETFs are designed to capture excess returns (alpha) relative to a benchmark.

Lower Costs: Smart beta strategies often combine active and passive management elements at a lower cost than traditional active funds.

A. Rules-based: Correct answer. Smart beta ETFs are built on rule-based frameworks designed to achieve specific investment objectives.

B. Standard: Refers to traditional, market-cap-weighted ETFs, not smart beta.

C. Synthetic: Refers to ETFs that use derivatives to replicate returns of an underlying index, unrelated to smart beta.

D. Index-based: Includes standard ETFs tracking an index but does not apply specifically to smart beta.