答案和详解如下:
LOS c: Calculate and analyze the mark-to-market investment return on a marketable securities portfolio under SFAS 115.
1.Ericorp Trading must mark to market its trading portfolio on a regular basis. Since it trades in small cap stocks, it does not receive dividends on its portfolio. Ericorp recorded a positive market value adjustment in the amount of $5,000 and recognized a realized loss of $2,000 for 2007. It received $100 in interest income during the year. The mark-to-market investment return for 2007 is: A) $3,000. B) $3,100. C) $5,000. D) $5,100. The correct answer was B)
The market value adjustment = 5,000 Plus: loss of –2,000 Plus: interest income of 100 = $3,100
2.Consider the information in the table below for the Walsh Family Trust. Walsh Family Trust Data |
| 2004 | 2005 | Dividend income ($) | 142 | 165 | Interest income ($) | 300 | 390 | Realized gains (losses) ($) | 900 | 1,845 | Investment in securities (at cost) ($) | 26,775 | 54,300 | Investment in securities (at FMV) ($) | 28,650 | 57,600 |
Which of the following is closest to the mark-to-market investment return on Walsh Family Trust in 2005? A) $2,768. B) $1,868. C) $3,713. D) $3,825. The correct answer was D)
Step 1. Calculate the t-period market value adjustments (MVAt) as follows: MVAt = FMVt
− Costt Where: FMVt = fair market value of investment portfolio at the end of period t. Costt = cost of investment portfolio at the end of period t. Step 2. Compute the mark-to-market investment return. Mark-to-market investment return = MVAt – MVAt-1 + INTt + DIVt + RGt Where: MVAt = the market value adjustment for period t. INTt = interest income receive during period t. DIVt = dividends received during period t. RGt = realized gain (loss) during period t. The mark-to-market return for the Walsh Family Trust is calculated as follows: MVA2005 = FMV2005 – Cost2005 = $57,600 − $54,300= $3,300 MVA2004 = FMV2004 – Cost2004 = $28,650 − $26,775 = $1,875 Mark-to-market return | = MVA2004
− MVA2004 + INT2005+ Cost2005 + RG2005
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| = $3,300 – $1,875 + $165 + $390 + $1,845 |
| = $3,825 |
3.Consider the information in the table below for the portfolio of Jeremiah Hendrix.
Hendrix Portfolio Data |
| 2001 | 2002 | Dividend income ($) | 238 | 275 | Interest income ($) | 500 | 650 | Realized gains (losses) ($) | 1,500 | 3,075 | Investment in securities (at cost) ($) | 44,625 | 90,500 | Investment in securities (at FMV) ($) | 47,750 | 96,000 |
Which of the following is closest to the mark-to-market investment return on Hendrix’s portfolio during 2002? A) $4,613. B) $3,113. C) $6,188. D) $6,375. The correct answer was D)
Step 1. Calculate the t-period market value adjustments (MVAt) as follows: MVAt = FMVt
− Costt Where: FMVt = fair market value of investment portfolio at the end of period t. Costt = cost of investment portfolio at the end of period t. Step 2. Compute the mark-to-market investment return. Mark-to-market investment return = MVAt – MVAt-1 + INTt + DIVt + RGt Where: MVAt = the market value adjustment for period t. INTt = interest income receive during period t. DIVt = dividends received during period t. RGt = realized gain (loss) during period t. The mark-to-market return for the Hendrix portfolio is calculated as follows: MVA2002 = FMV2002 – Cost2002 = $96,000 − $90,500 = $5,500 MVA2001 = FMV2001 – Cost2001 = $47,750 − $44,625 = $3,125 Mark-to-market return | = MVA2002
− MVA2001 + INT2002 + Cost2002 + RG2002
| | = $5,500 – $3,125 + $275 + $650 + $3,075 | | = $6,375 |
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