Shortest Distance in Calculus of Variations | Lecture 3 (II) | Amit Sir | CSIR NET | IIT JAM | GATE

Shortest Distance in Calculus of Variations | Lecture 3 (II) | Amit Sir | CSIR NET | IIT JAM | GATE

In this lecture, Amit Sir continues the exploration of the shortest distance problem within the framework of Calculus of Variations. This is the second part of Lecture 3, where the focus shifts to more advanced techniques and problem-solving strategies. Amit Sir delves into specific examples and discusses the necessary conditions for a path to be a minimum, touching upon the Euler-Lagrange equation and its applications. Whether you're preparing for competitive exams or deepening your understanding of variational calculus, this video offers valuable insights and practical knowledge. Hope you like these Learning Videos! 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