
Explanation:
Given:
$19$20$23.75$15.2Delta Calculation using Binomial Model: Delta = (C_u - C_d) / (S_u - S_d)
Where:
Delta = (3.75 - 0) / (23.75 - 15.2) = 3.75 / 8.55 ≈ 0.4386
Hedge Position:
Verification:
The trader should long about 877 shares to make the position delta neutral.
Ultimate access to all questions.
An option trader is currently holding short positions in 2,000 European call options that will all mature in one month. The current stock price is $19, while the strike price of those call options is $20. The trader is considering the delta hedging strategy based on a simple one-step binomial tree model. In the model setting, one month later, the stock price will be either $23.75 or $15.2. What should the trader do in order to make the position delta neutral?
A
Short about 877 shares.
B
Long about 877 shares.
C
Short about 1,111 shares.
D
Long about 1,111 shares.
No comments yet.