
Answer-first summary for fast verification
Answer: Option A
This question calculates the price of a European put option using the Black-Scholes model. The parameters are: - S₀ = 50 - K = 50 - r = 10% - σ = 30% - T = 0.25 years The calculations show: - d₁ = 0.2417 - d₂ = 0.0917 - N(-d₁) = N(-0.2417) = 0.4045 - N(-d₂) = N(-0.0917) = 0.4634 The put option price formula is: $$p = Ke^{-rT}N(-d_2) - S_0N(-d_1)$$ $$p = 50e^{-0.1 \times 0.25} \times 0.4634 - 50 \times 0.4045 = 2.37$$
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