Given $100,000 to invest, construct a value-weighted portfolio of the four stocks listed below.
Stock |
Price/Share ($) |
Number of Shares Outstanding (millions) |
|
Golden Seas |
14 |
1.13 |
|
Jacobs and Jacobs |
24 |
1.28 |
|
MAG |
45 |
30.01 |
|
PDJB |
6 |
13.55 |
Enter the portfolio weight below: (Round to two decimal places.)
Stock |
% of Total Value (portfolio weight) |
||
Golden Seas |
nothing% |
Enter the portfolio weight below: (Round to two decimal places.)
Stock |
% of Total Value (portfolio weight) |
||
Jacobs and Jacobs |
nothing% |
Enter the portfolio weight below: (Round to two decimal places.)
Stock |
% of Total Value (portfolio weight) |
||
MAG |
nothing% |
Enter the portfolio weight below: (Round to two decimal places.)
Stock |
% of Total Value (portfolio weight) |
||
PDJB |
nothing% |
Stock |
Number of shares |
Price per share |
Market Value [No of Shares x Price] |
% of Total Value [Market value / Total Value] |
Golden Seas |
1.13 |
14.00 |
15.82 |
1.07% |
Jacobs and Jacobs |
1.28 |
24.00 |
30.72 |
2.08% |
MAG |
30.01 |
45.00 |
1,350.45 |
91.35% |
PDJB |
13.55 |
6.00 |
81.30 |
5.50% |
1,478.29 |
100.00% |
% of Total Value - Golden Seas
% of Total Value - Golden Seas = (15.82 / 1,478.29) x 100
= 1.07%
% of Total Value - Jacobs and Jacobs
% of Total Value - Jacobs and Jacobs = (30.72 / 1,478.29) x 100
= 2.08%
% of Total Value – MAG
% of Total Value – MAG = (1,350.45 / 1,478.29) x 100
= 91.35%
% of Total Value – PDJB
% of Total Value – PDJB = (81.30 / 1,478.29) x 100
= 5.50%
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