Find the condition for the european

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Reference no: EM13237844

Q1. Use the European put­call parity to find the condition for the European put the European call to have the identical price. 

For Q2­Q5, use the following information. 

A European call option and a European put option on a stock both have a strike price of $140 
and expire in 7 months. Currently, the call price is $20 and the put price is $12 in the market. 
The risk-free rate is 5% per annum, and the current stock price is $145. Identify the arbitrage opportunity open to the trader. All the interest rates are with continuous compounding. 

Q2: Take the call option prices as given and invoke the appropriate put­call parity to find the 
arbitrage­free theoretical price of the put option. This may not be the same as the put market 
price given in the above. 

Q3: Is the put market price ($12) greater or smaller than the arbitrage­free put price in Q2? 
Should you buy the put at $12 or not? 

Q4: List the actions that would lock in a sure profit from the apparent mispricing. Create an arbitrage table to show that the net cash flows are non­negative and have at least one positive to showan arbitrage profit. Hint: Replicate the arbitrage table from the class session. 
Hint: If you take a short position of the stock given in the question, the cash flow will be $145 today and ­S in 7 months. 

Q5: If both options above were American options, is the American put­call parity violated?

Reference no: EM13237844

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