1. A put option has an exercise price of $30 and a stock price of $25. If the put option is trading for $5.25, what is the intrinsic value of the option?
a. $1 b. $2 c. $3 d. $5
2. A call option has an exercise price of $30 and a stock price of $34. If the call option is trading for $5.25, what is the intrinsic value of the option?
a. $0.00 b. $1.25 c. $4.00 d. $5.25
3. Your firm is a U.K.-based importer of bicycles. You have bought €750,000 worth of bicycles from an Italian firm. Payment (in euros) is due in one year. Your firm wants to hedge the payable into pounds. Spot exchange rate are $2/£ and 1.55/€ The interest rates are 3% in €, 6% in $ and 4% in £, all quoted as an APR, Calculate the future value in pounds of the cost in pounds of being able to pay the supplier €750,000
a. £564,320.39 b. £586893.20 c. £728,155.34 d. None of the above
1) | Intrinsic Value (Put) = Strike Price – Underlying Price = 30-25 = $5 [Option - d] | |
2) | Intrinsic Value (Call) = Underlying Price – Strike Price = 34-30 = $4 [Option - c] | |
3) | Create a Euro asset that will have a maturity value of E750000 | |
in one year. | ||
So the amount to be invested = 750000/1.03 = | € 7,28,155.34 | |
For this amount to be borrowed in pounds today = (728155.34*1.55)/2 = | £ 5,64,320.39 | |
[Cross rate has been used as there is not direct quote for pounds | ||
in terms of euro] | ||
Loan maturity amount after 1 year = 564320.39*1.04 = | £ 5,86,893.21 | |
Answer: Option [b] - £586,893.20 |
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