
The Binomial Tree Model is one of the most important quantitative techniques used in derivatives valuation and is a key topic in the FRM Part I – Valuation and Risk Models (VRM) curriculum. This course is designed to help you develop a thorough understanding of binomial trees through clear explanations, step-by-step numerical examples, and extensive FRM-oriented practice.
The course begins with the fundamentals of the binomial framework, explaining how asset prices evolve over time and how binomial trees are constructed. You will then learn the principles of no-arbitrage pricing, replicating portfolios, and risk-neutral valuation, which form the foundation of modern option pricing.
As you progress, you will learn to value both European and American options using one-period and multi-period binomial trees. The course also covers option pricing for dividend-paying stocks, backward induction techniques, and the interpretation of option values at each node of the tree. Every concept is demonstrated with carefully worked-out examples to ensure both conceptual clarity and computational accuracy.
Special emphasis is placed on solving FRM-style numerical problems efficiently and avoiding common mistakes made by exam candidates. By the end of the course, you will be able to confidently construct binomial trees, calculate option prices, apply risk-neutral probabilities, and solve examination questions with speed and accuracy.
Whether you are preparing for the FRM Part I examination, pursuing a career in financial risk management, or simply looking to strengthen your understanding of derivatives and option pricing, this course will provide you with the knowledge and practical skills needed to master the Binomial Tree Model.