In: Finance
Suppose the RedRock mutual fund holds the following long positions: Shares/Company 72,500 shares of Microsoft (MSFT) 42,300 shares of Archer Daniels Midland (ADM) 18,320 shares of Abercrombie & Fitch (ANF) 32,000 shares of Merck (MRK) 19,000 shares of Wal-Mart (WMT) 56,400 shares of Research in Motion (RIMM) 12,500 shares of Garmin (GRMN) 15,000 shares of Goldman Sachs (GS) Current Price $25.57 $29.52 $47.06 $34.47 $53.77 $55.92 $29.36 $164.89 The fund has liabilities of $425,819 and shares outstanding equal 1,354,887. If this is the total portfolio, what is the Net Asset Value (NAV) per share?
Net Asset Value (NAV) per share
Company |
Number of shares |
Market price per share ($) |
Market Value ($) |
Microsoft (MSFT) |
72,500 |
25.57 |
18,53,825.00 |
Archer Daniels Midland (ADM) |
42,300 |
29.52 |
12,48,696.00 |
Abercrombie & Fitch (ANF) |
18,320 |
47.06 |
8,62,139.20 |
Merck (MRK) |
32,000 |
34.47 |
11,03,040.00 |
Wal-Mart (WMT) |
19,000 |
53.77 |
10,21,630.00 |
Research in Motion (RIMM) |
56,400 |
55.92 |
31,53,888.00 |
Garmin (GRMN) |
12,500 |
29.36 |
3,67,000.00 |
Goldman Sachs (GS) |
15,000 |
164.89 |
24,73,350.00 |
TOTAL |
1,20,83,568.20 |
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Net Asset Value (NAV) per share = [Total Market Value of shares – Liabilities] / Number of shares outstanding
= [$1,20,83,568.20 - $425,819] / 13,54,887 Shares outstanding
= $1,16,57,749.20 / 13,54,887 Shares outstanding
= $8.60 per share
“Hence, the Net Asset Value (NAV) per share would be $8.60 per share”