Question
Given the following information on the available options, you need to hedge the underlying commodity as a producer with a zero-cost collar. A zero-cost collar
Given the following information on the available options, you need to hedge the underlying commodity as a producer with a zero-cost collar. A zero-cost collar means buying a put option and writing a call option that has the closest premium to the put. The underlying price is $630. You choose a one-year put option with $620 strike.
Jan-21-64 | Expire | Strike | Call | Put | ||
PV |
|
|
|
| ||
630 | Jan-21-65 | 500 | 158.4511 | 25.58539 | ||
630 | Jan-21-65 | 530 | 138.3005 | 35.22183 | ||
630 | Jan-21-65 | 560 | 120.0379 | 46.75599 | ||
630 | Jan-21-65 | 590 | 103.6494 | 60.17585 | ||
630 | Jan-21-65 | 620 | 89.07566 | 75.42293 | ||
630 | Jan-21-65 | 650 | 76.22209 | 92.40239 | ||
630 | Jan-21-65 | 680 | 64.96979 | 110.9945 | ||
630 | Jan-21-65 | 710 | 55.18534 | 131.0646 | ||
630 | Jan-21-65 | 740 | 46.72803 | 152.4702 | ||
630 | Jan-21-65 | 770 | 39.45681 | 175.0686 | ||
What is the strike of the call option that you need to write to create a nearly zero-cost collar?
a. | 650 | |
b. | 710 | |
c. | 740 | |
d. | 680 |
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