CSI Updated IFC Exam Questions and Answers by denver

The 2-year simple return is calculated as:

Return = (Price at the end of the period + total cash flow earned during the period - Price at the beginning of the period) / Price at the beginning of the period.

Total cash flow = $0.25 (Year 1) + $0.25 (Year 2) = $0.50.

Return = ($10.20 + $0.50 - $10.00) / $10.00 = $0.70 / $10.00 = 7.00%.

The feedback from the document confirms:

"Return = (Price at the end of the period + cash flow earned during the period - Price at the beginning of the period) / Price at the beginning of the period. In this case, ($10.20 + $0.50 - $10.00) / $10.00 = 7.00%."

Survivorship bias occurs when underperforming funds are terminated and excluded from performance rankings, making surviving funds appear to perform better over time. The feedback from the document states:

"All comparison universes exhibit some degree of survivorship bias no matter how carefully the universes are constructed. Survivorship bias develops as defunct portfolios drop out and are excluded from rankings in subsequent quarters. Funds that are terminated or cease to exist are usually those who have been unsuccessful, creating an upward bias in the returns of longer-run funds in the surviving universe."

The current ratio is a liquidity ratio that measures a company’s ability to pay its short-term obligations with its current assets. A higher current ratio indicates that the company has more current assets than current liabilities, which means it can meet its short-term obligations more easily. A lower current ratio indicates that the company has less current assets than current liabilities, which means it may face liquidity problems or default risk. Therefore, the information given in the question indicates that Truesteel is better able to meet its short-term financial obligations than Strongco. The current ratio does not necessarily reflect the profitability, market outlook, or debt financing of the companies. References: Current Ratio Explained With Formula and Examples, Current Ratio Formula, Current ratio

Sean’s distribution is reinvested at a NAVPU of $19.75 and he receives approximately 31.65 additional units. When a mutual fund declares a distribution, it reduces its NAVPU by the amount of the distribution per unit. In this case, the NAVPU drops from $21 to $19.75 after the distribution of $1.25 per unit. Sean’s distribution is $625 ($1.25 x 500 units), which he reinvests in the mutual fund at the new NAVPU of $19.75. He receives

additional units. The total value of Sean’s mutual fund holdings after the distribution and reinvestment is

(500+31.65)×19.75=$10,500

, not $9,875. The NAVPU of the mutual fund does change after the distribution, regardless of whether Sean reinvests his distribution or not. References: [Unit 7: Mutual Funds Administration]