In: Finance
Post by Day 3 a 3- to 6-paragraph comparison of the Black-Scholes and Binomial Tree option pricing models. Make sure to include responses to the following specific questions: What are the distinct advantages and disadvantages of each model? List 2–3 advantages and disadvantages for each. Who might use one model over the other more often? (Suggest specific users, such as banks, speculators, hedge fund managers, etc.). Why do you think that the selected preferred users of each model make such choice(s)? Clearly address each of the questions with 1–2 paragraphs. Make sure you use APA style for your response(s) and properly cite any resources you have used.
Black Scholes Model
The black scholes model is a model to determine the fair prices of options. An option is an instrument which derives its price based on the price of an underlying asset.
The value of an option is based on six variables:
It makes an assumption that stock prices follow a lognormal distribution since asset prices cannot be negative. An assumption is made that there are no transaction costs or taxes.
Advantages:
Disadvantages:
Users of Black Scholes model:
Binomial Tree Option Pricing Model
The binomial tree option-pricing model is used for determining the prices of options. It uses a binomial distribution to calculate the price of an option. It assumes that the price of an option can only increase or decrease with time until the option expires. It is based on the assumption of no arbitrage.
Advantages:
Disadvantages:
Users of Binomial tree option model:
I hope that was helpful :)