We actually maximize our utility function

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Suppose that the world can be described using two states and two stocks Y and Z are available. We assume the stocks’ future prices have the following distributions:

State Future Prices Stock Y Future Prices Stock Z

1 $10 $15

2 $20 $ 11

The initial prices for the stocks are: Y (1) = $13, Z(1) = $10. Our utility function in (w1, w2) space is U(w1, w2) = w1 ∗ w2, where U represents the utility level. Now we have an initial endowment of $420. How many shares and what positions of Y and Z should we choose to build our portfolio so that we actually maximize our utility function? (Assume fractional shares are permitted.)

Reference no: EM131506788

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