X's current stock is $10 per share. X will not pay dividends and faces the following conditional prices in a year:
State | Probability | Price |
Good | 0.3 | $20 |
Medium | 0.4 | $10 |
Low | 0.3 | $5 |
In the Good state in a year, Y's conditional price is $5 with an associated 25% return. Y will pay a dividend of $1 with certainty in a year (with Probability=1).
The equally weighted portfolio (50%/50%) that includes Y and X will be riskless if Y's conditional prices in a year are:
A $15 in medium, $10 in low
B $5 in medium, $5 in low
C $15 in medium, $20 in low
D $10 in medium, $15 in low
Option C $15 in medium, $20 in low
Riskless occurs when in all the states we get the same value of the portfolio
As in Good State, the value of the portfolio=value of X+Value of Y=20+5=25
So, in all states value must be 25
In Medium, Value of Y should be =25-10=15
In Low, Value of Y should be =25-5=20
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