Question: 7. 10. [15 points] A gap insurance covers the difference between the amount owed and the actual value of a vehicle. It is useful mainly

7. 10. [15 points] A gap insurance covers the
7. 10. [15 points] A gap insurance covers the difference between the amount owed and the actual value of a vehicle. It is useful mainly for new vehicles whose value depreciates rapidly once you drive off the dealership lot. You lease for three years (and you'll return the car in three years) a car that has an initial value of the car is $30,000 and you are thinking to buy a $10,000 gap insurance. The following separate instruments are available for you: = A call option with maturity in three years, strike price $20,000 and underlying asset the value of the car in three years. The price today of this call option is $5,000. = A call option with maturity in three years, strike price $30,000 and underlying asset the value of the car in three years. The price today of this call option is $2,000. = A bank account with zero interest rate per year (for simplicity) How much would you pay for the gap insurance in case you decide to buy it? [15 points] Assume for a call option with maturity T = 1 year, strike price K= $110 the price today is Cp = $10. The underlying stock has a price today of $120 and a bank account offer an interest rate of 10% per year. Can you make money for sure (arbitrage)? Please explain, and if ye (there is an arbitrage), please provide the strategy and proof that you can make money for sure using your strategy. Short-selling is allowed for any of the instruments enumerated above. [15 points] The stock price today is So = $100 and a call option with strike price K = $110 and maturity T =1 year has a price Co = $10. The interest rate on the bank account is 10% per year. What is the minimum price Srat maturity, for which you prefer to buy the share today rather than buy the call option today? [15 points] The following instruments are traded: = Astraddle with strike price Ksis = $100 and maturity of one year is traded today at a price STRo = $25. = A put option with strike price Kr = $95 and maturity of year is traded today at a price Py = $30. = Acall option with strike price Kc = $105 and maturity of year is traded today at a price Co = $40. = A bank account with 0% interest per year. What is the price of a butterfly introduced in the first problem in Group Assignment as Payoff B

Step by Step Solution

There are 3 Steps involved in it

1 Expert Approved Answer
Step: 1 Unlock blur-text-image
Question Has Been Solved by an Expert!

Get step-by-step solutions from verified subject matter experts

Step: 2 Unlock
Step: 3 Unlock

Students Have Also Explored These Related Finance Questions!