The composition of the Fingroup Fund portfolio is as follows:
| Stock | Shares | Price | ||
| A | 270,000 | $ | 30 | |
| B | 370,000 | 35 | ||
| C | 470,000 | 10 | ||
| D | 670,000 | 15 | ||
The fund has not borrowed any funds, but its accrued management fee
with the portfolio manager currently totals $50,000. There are 5
million shares outstanding. What is the net asset value of the
fund? (Round your answer to 2 decimal places.)
Net asset value
$
Final answer
Net assets value = 7.15
Explanation
| Stock | Shares | Price | Amount |
| A | 270,000 | 30 | 8100000 |
| B | 370,000 | 35 | 12950000 |
| C | 470,000 | 10 | 4700000 |
| D | 670,000 | 15 | 10050000 |
| Total Market value of fund | 35800000 | ||
| (-) Outstanding Fee | 50,000 | ||
| Net assets value of fund | 35,750,000 | ||
| Number of shares | 5,000,000 | ||
| Net asset value per share | 7.15 | ||
The term net assets means net assets per share. For computing the net assets value of fund, we have to calculate the market value of each stock and added them. Thus we get 35,800,000 as the total market value of fund. Out of this the amount of any liabilities had to be deducted. Hence out standing management fee of 50,000 is deducted to calculate the final net asset value of fund = 35,750,000.
Finally fund is represented by 5,000,000 shares. So to calculate the Net asset value per share we divide the net asset value of fund by 5,000,000 shares.
Thus Net asset value per share = 35,750,000 / 5,000,000 = 7.15.
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