![تويتر \ MathType على تويتر: "The Black-Scholes #DifferentialEquation governs the price evolution of European call and put options by making sure there's no opportunity for #arbitrage i.e. profiting without incurring any risk # تويتر \ MathType على تويتر: "The Black-Scholes #DifferentialEquation governs the price evolution of European call and put options by making sure there's no opportunity for #arbitrage i.e. profiting without incurring any risk #](https://pbs.twimg.com/media/ED3ejZGWkAACXPZ.jpg:large)
تويتر \ MathType على تويتر: "The Black-Scholes #DifferentialEquation governs the price evolution of European call and put options by making sure there's no opportunity for #arbitrage i.e. profiting without incurring any risk #
![SOLVED: PROBLEM [10 points] Derive the Black-Scholes formula for the value of a European put option using the partial differential equation method. Let P(S,t) be the value of the European put . SOLVED: PROBLEM [10 points] Derive the Black-Scholes formula for the value of a European put option using the partial differential equation method. Let P(S,t) be the value of the European put .](https://cdn.numerade.com/ask_images/0c9968175e734f52816b622d7afbd40a.jpg)
SOLVED: PROBLEM [10 points] Derive the Black-Scholes formula for the value of a European put option using the partial differential equation method. Let P(S,t) be the value of the European put .
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