I have the answers, I just need to know how to find the answers myself.
a) Assume that a speculator purchases a European style put option on euros for $0.0599 per unit. The strike rate is 1.1231. A euro option represents 125,000 units. Assume that at the time of the purchase, the spot rate of the euro is $1.1728 and changes to $1.191 by the expiration date. The net profit for the speculator based on the information above is:
Answer format: round to two decimals. $1.12
Correct Answer: -7,487.50 ($)
c) Assume that a speculator purchases a European style call option on British pounds for $0.0582 per unit. The strike rate is 1.1291. The pound option represents 125,000 units. Assume that at the time of the purchase, the spot rate of the pound is $1.1491 and changes to $1.1868 by the expiration date. The net profit for the speculator based on the information above is:
Answer format: round to two decimals. $1.12
Correct Answer: -62.50 ($)
d)
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A U.S. company exports products to a Chinese firm and will receive a payment of ¥1,717,136 in a year. Today's spot rate of yuan is $0.1522 and the 1-year forward rate is $0.1587. The company enters the forward contract. One year later the spot rate of yuan is $0.1575. How many dollars will the company receive then? Answer format: Round to two decimals. Example :$1.12 Correct Answer: 272,509.48 |
| Solution a | ||||
| Put option gives right to Put option holder the right to sell. So, if the sell price is less than | ||||
| the exercise price then the put option holder will exercise the put option and will sell at | ||||
| exercise price. If the selling price is more than the exercise price, the option holder will sell at | ||||
| market price and will not exercide the put option | ||||
| Strike price | $ 1.1231 | |||
| Market price | $ 1.1910 | |||
| Since market price for selling EURO is higher, the put option will not be exercised. | ||||
| The maximum loss will be equal to Put option price paid earlier | ||||
| Premium paid | $ 0.0599 | |||
| Units | 125,000 | |||
| Total premium paid | 125000*0.0599 | |||
| Total premium paid | $ 7,487.50 | |||
| Solution b | ||||
| Call option gives right to call option holder the right to purchase. So, if the market price is more than | ||||
| the exercise price then the call option holder will exercise the call option and will purchase at | ||||
| exercise price. If the market price is less than the exercise price, the option holder will purchase at | ||||
| market price and will not exercide the call option | ||||
| Strike price | $ 1.1291 | |||
| Market price | $ 1.1868 | |||
| Since strike price is lower, the call option will be exercised. | ||||
| Gain | 125000*(1.1868-1.1291) | |||
| Gain | $ 7,212.50 | |||
| This gain will be compensation by call option price paid earlier | ||||
| Premium paid | $ 0.0582 | |||
| Units | 125,000 | |||
| Total premium paid | 125000*0.0582 | |||
| Total premium paid | $ 7,275.00 | |||
| Net gain/(loss)= | $ (62.50) | |||
| Solution D | ||||
| In case of forward contract, the settlement will be done at agreed forward price | ||||
| Payment in Yuan | 1,717,136 | |||
| Forward rate agreed | $ 0.1587 | |||
| Amount received | 1717136*0.1587 | |||
| Amount received | $ 272,509.48 | |||
| 1 year later spot rate or current rate will be ignored. | ||||
I have the answers, I just need to know how to find the answers myself. a)...
Which one is the correct answer
Assume that a speculator purchases a put option on British pounds (with a strike price of $1.50) for $0.05 per unit. A pound option represents 31,250 units. Assume that at the time of the purchase, the spot rate of the pound is $1.51 and continually rises to $1.62 by the expiration date. The net profit or loss for the speculator based on the information above is: a. -625.00 b. -$1,250.00 C. 1,562.50 d. -$1,562.50...
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out the problem by hand. Thanks for any and all help!
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