Question
Consider a hypothetical price-weighted index created using the three stocks below: Stock Price before split Price after split Outstanding Shares (mil) before split Outstanding Shares
Consider a hypothetical price-weighted index created using the three stocks below:
Stock | Price before split | Price after split | Outstanding Shares (mil) before split | Outstanding Shares (mil) after split |
X | $10 | $10 | 400 | 400 |
Y | $40 | $40 | 100 | 100 |
Z | $200 | $50 | 10 | 40 |
Yesterday before market close, Stock Z has completed a 4-for-1 split. Prices before and after the split are listed above. Before the split, you were holding 100 shares of each of the stocks.
After Stock Z’s 4-for-1 split, you realize that you need to adjust the portfolio so that it can stay price-weighted. To do so, you will need to [ Select ] ["buy", "sell"] [ Select ] ["20", "30", "50"] shares of Stock X, [ Select ] ["buy", "sell"] [ Select ] ["15", "20", "30"] shares of Stock Y, and [ Select ] ["buy", "sell"] [ Select ] ["30", "40", "60"] shares of Stock Z.
Right before Stock Z’s split, the divisor of the price-weighted index is 3. After the split, the new divisor is [ Select ] ["1.2", "2.6", "3", "4.2"] .
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