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Learn about the shooting method for solving ordinary differential equations (ODEs) in this informative 14-minute video lecture. Explore the principles and applications of this numerical technique, which is particularly useful for solving boundary value problems. Gain insights into how the shooting method transforms a boundary value problem into an initial value problem, making it easier to solve using standard numerical methods. Understand the iterative process involved in adjusting initial conditions to meet the desired boundary conditions. Discover the advantages and limitations of the shooting method, and see practical examples of its implementation in engineering and scientific contexts. Enhance your problem-solving skills and expand your toolkit for tackling complex ODEs in various fields of study.