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Welcome to Digital Nomad Academy (DNA)! In this lecture, we delve into the Fixed-Point Method as part of the Numerical Method subject in the BSc.CSIT curriculum by TU. Designed for students of BIT 3rd semester, BCA 4th semester, and other IT-related disciplines, this video is presented in Nepali to ensure easy comprehension for students across all faculties in Nepal. Topics Covered: 1. Introduction to the Fixed-Point Method for solving non-linear equations 2. Step-by-step formula derivation with logical explanations 3. Illustrative examples to demonstrate the practical use of the method 4. Advantages and disadvantages of the Fixed-Point Method in different scenarios 5. Comparison with other numerical methods, highlighting its strengths and limitations This lecture not only covers the theoretical aspects but also incorporates real-world applications where the Fixed-Point Method proves effective. By the end of this video, you’ll have a solid understanding of its mechanics and know how to apply it to solve equations efficiently. Why Watch This Video? 1. Perfect preparation for BSc.CSIT 3rd semester, BIT 3rd semester, and BCA 4th semester exams 2. Practical insights to reinforce theoretical knowledge 3. Study tips and strategies to master the Fixed-Point Method 4. Simplified, accessible, and clear explanations in Nepali tailored for computer science and IT students Keywords: Fixed-Point Method in Nepali, Numerical Method in Nepali, Fixed-Point formula derivation, Fixed-Point Method examples, solving non-linear equations Nepali, Fixed-Point Method advantages and disadvantages, Numerical Method BSc.CSIT, BIT Numerical Method 3rd semester, BCA Numerical Method 4th semester, Numerical Method TU curriculum, Numerical Method Nepali lecture, Secant Method comparison, Fixed-Point Method step-by-step, Fixed-Point Method practice examples, IT education Nepal, Nepali numerical solutions, Fixed-Point Method explained, Numerical Method tutorials