The composition of the Fund WV portfolio is as
follows:
Stock |
Shares |
Price |
||
A |
310,000 |
$ |
35 |
|
B |
410,000 |
40 |
||
C |
510,000 |
15 |
||
D |
710,000 |
20 |
||
If during the year the portfolio manager sells all of the holdings
of stock D and replaces it with 200,000 shares of stock E at $40
per share and 200,000 shares of stock F at $31 per share, what is
the portfolio turnover rate?
Answer :
STEP 1 : opening value of portfolio
Stock | shares | price | value = price × shares |
A | 3,10,000 | $35 | $10,850,000 |
B | 4,10,000 | $40 | $16,400,000 |
C | 5,10,000 | $15 | $7,650,000 |
D | 7,10,000 | $20 | $14,200,000 |
TOTAL | 49,100,000 |
STEP 2 :
value of shares purchased = 2,00,000 × $40 + 2,00,000 × $31
= $14,200,000
Or
Value of shares sold = 7,10,000 × $20 = $14,200,000
STEP 3 :
Ending value if portfolio
Stock | shares | price | value = price × shares |
A | 3,10,000 | $35 | $10,850,000 |
B | 4,10,000 | $40 | $16,400,000 |
C | 5,10,000 | $15 | $7,650,000 |
E | 2,00,000 | $40 | $8,000,000 |
F | 2,00,000 | $31 | $6,200,000 |
TOTAL | 49,100,000 |
STEP 4 :
Turnover rate = value of shares purchased or sold (which ever is lower) ÷ {(beginning value of portfolio + Ending value of portfolio) /2}
= $14,200,000 ÷ 49,100,000
= 28.92%
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