Question: Consider delta and gamma hedging a short call option, using the underlying and a put with the same strike and maturity as the call. Calculate
Consider delta and gamma hedging a short call option, using the underlying and a put with the same strike and maturity as the call. Calculate the position in the underlying and the put that you should take. Will you ever need to adjust this hedge? Relate your result to put-call parity.
| Asset price | S0 | 50 | |
| Exercise price | K | 40 | |
| Interest rate | r | 0.05 | |
| Volatility | sigma | 0.3 | |
| Dividend yield | q | 0.02 | |
| Time to maturity | T | 2 | |
| Expected return | mu | 0.12 | |
| Number of simulations | M | 1000 | |
| Number of time periods | N | 20 | |
| Percentage | pct | 0.05 | |
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