Suppose that in total there are three states of nature next period and three secu- rities...
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Suppose that in total there are three states of nature next period and three secu- rities (A, B, C) in the market. The current prices of securities A and B are 1 and 5 respectively while the price of C denoted by x is unknown. A's payoff vector is (1.01, 1.01, 1.01); B's payoff vector is (8, 6, 2); C's payoff vector is (1, 2, 3). Is it possible to determine a single value for the price, x? If so, explain how you would calculate it. If not, explain why. (You do not have to perform numerical calculations here). Suppose that in total there are three states of nature next period and three secu- rities (A, B, C) in the market. The current prices of securities A and B are 1 and 5 respectively while the price of C denoted by x is unknown. A's payoff vector is (1.01, 1.01, 1.01); B's payoff vector is (8, 6, 2); C's payoff vector is (1, 2, 3). Is it possible to determine a single value for the price, x? If so, explain how you would calculate it. If not, explain why. (You do not have to perform numerical calculations here).
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We can use the principle of no arbitrage to determine a single value for the price of security C Sup... View the full answer
Related Book For
An Introduction to the Mathematics of financial Derivatives
ISBN: 978-0123846822
2nd Edition
Authors: Salih N. Neftci
Posted Date:
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