Asked by RVE
Suppose you have written a derivative that pays the squared value of the stock price at maturity T=1; that is, it pays S2(1). The stock currently trades at S(0)=100. Your model is a single period binomial tree with up value for the stock equal to 102 and the down value equal to 98. One dollar deposited at time zero into the risk-free asset returns 1.01 dollars at maturity.
Enter the number of shares that the replicating portfolio holds (if selling short, use the minus sign):
correct
200
>>Enter the cost of the replicating portfolio:
correct
10102.97
Enter the number of shares that the replicating portfolio holds (if selling short, use the minus sign):
correct
200
>>Enter the cost of the replicating portfolio:
correct
10102.97
Answers
Answered by
Anonymous
I have an update, could you help me?
Suppose you have written a derivative that pays the squared value of the stock price at maturity T=1; that is, it pays S3(1). The stock currently trades at S(0)=100. Your model is a single period binomial tree with up value for the stock equal to 102 and the down value equal to 98. One dollar deposited at time zero into the risk-free asset returns 1.01 dollars at maturity.
Enter the number of shares that the replicating portfolio holds (if selling short, use the minus sign):
>>Enter the cost of the replicating portfolio:
Suppose you have written a derivative that pays the squared value of the stock price at maturity T=1; that is, it pays S3(1). The stock currently trades at S(0)=100. Your model is a single period binomial tree with up value for the stock equal to 102 and the down value equal to 98. One dollar deposited at time zero into the risk-free asset returns 1.01 dollars at maturity.
Enter the number of shares that the replicating portfolio holds (if selling short, use the minus sign):
>>Enter the cost of the replicating portfolio:
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