IFSE Institute CIFC Exam With Confidence Using Practice Dumps

Adele has a high-risk profile and an excellent understanding of equities. Therefore, it would be appropriate for Danny to recommend growth funds. However, since Adele has $1,000,000 to invest, it would be prudent to diversify her investments and invest equally in all 3 funds. This way, she can benefit from the exposure to different regions and sectors, and reduce the impact of market fluctuations on her portfolio. Based on the table, all 3 funds have the same 5-year annualized returns net of MER, which is 15%. However, they have different MERs and Sharpe ratios. The MER is the fee charged by the fund manager for managing the fund, and the Sharpe ratio is a measure of risk-adjusted return. A lower MER means a lower cost for the investor, and a higher Sharpe ratio means a higher return per unit of risk. Therefore, investing equally in all 3 funds would allow Adele to achieve a balanced trade-off between cost and performance. References:

• Canadian Investment Funds Course (CIFC) Study Guide, Chapter 4: Mutual Funds, Section 4.2: Types of Mutual Funds, page 4-6
• Canadian Investment Funds Course (CIFC) Study Guide, Chapter 5: Fixed-Income Securities, Section 5.5: Risk-Return Trade-Offs, page 5-14
• Sharpe Ratio Definition - Investopedia

The current yield of a bond is the annual interest payment divided by the current market price of the bond. The annual interest payment is the coupon rate multiplied by the par value of the bond. In this case, the annual interest payment is:

6.75%×10,000=675

The current market price of the bond is $9,200. Therefore, the current yield is:

9200675​×100%=7.34%

The current yield is higher than the coupon rate because the bond is selling at a discount, meaning that its market price is lower than its par value. This implies that the bond is offering a higher return than the prevailing market interest rate. However, the current yield does not take into account the capital gain or loss that will occur when the bond matures or is sold. A more accurate measure of the bond’s return is the yield to maturity (YTM), which is the annualized rate of return that accounts for both the interest payments and the price change of the bond over its remaining term.

References:

• Canadian Investment Funds Course (CIFC) Study Guide, Chapter 5: Fixed-Income Securities, Section 5.2: Bond Pricing and Yield, page 5-61
• Current Yield Definition - Investopedia2

 C is correct because bond funds receive fixed interest payments from most of their investments, as they invest mainly in bonds and other fixed-income securities that pay a regular coupon rate. Dividend funds receive variable dividend payments from most of their investments, as they invest mainly in stocks and other equity securities that pay dividends based on the company’s earnings and policies. The return of dividend funds does not rely only on interest rates (A), but also on other factors such as stock prices, earnings growth, dividend yield, and dividend payout ratio. The return of bond funds also depends on interest rates, as well as other factors such as credit quality, maturity, duration, and yield curve. When interest rates rise, the NAVPU of both bond funds and dividend funds decreases (B), not rises, as it lowers the present value of their future cash flows. Bond fund distributions do not receive more favorable tax treatment than that of dividend funds (D), but rather less favorable, as interest income is fully taxable at the investor’s marginal tax rate while eligible dividends receive a dividend tax credit that reduces their taxable amount. References: Canadian Investment Funds Course (CIFC) | IFSE Institute