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Numerical Method (CSC 212) Notes & Syllabus – TU BSc CSIT 3rd Semester


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Numerical Method (CSC 212) Notes & Syllabus – TU BSc CSIT 3rd Semester

Numerical Method (CSC 212) for TU BSc CSIT 3rd Semester — official syllabus and free handwritten notes PDF for Tribhuvan University CSIT students.

Sep 26, 2026
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Numerical Method (CSC 212) is a core Third Semester subject in Tribhuvan University’s BSc CSIT program (current / new course code). It covers techniques for nonlinear equations, interpolation and regression, numerical differentiation and integration, linear systems, ODEs, and PDEs—with programming labs in C or MATLAB.

On this page you’ll find the official CSC 212 syllabus and Numerical Method handwritten notes.

Note: Older batches may still see CSC 207 on past papers; the syllabus content is largely the same. CSC 212 is the current code under the revised grading system.

What you’ll learn

  • Errors, root-finding, and convergence of nonlinear solvers
  • Interpolation, splines, and least-squares regression
  • Numerical differentiation and quadrature rules
  • Gaussian elimination, iterative linear solvers, and eigenvalues
  • ODE/PDE numerical methods for modeling

Course snapshot

  • Code: CSC 212 (current) · formerly CSC 207
  • Program: BSc CSIT · Third Semester
  • Board: Tribhuvan University (IOST)
  • Nature: Theory + Lab · Credit hours: 3
  • Marks: 60 (theory) + 20 (practical) + 20 (internal)

Start with the syllabus for unit-wise hours, then download the notes PDF for revision.

About Tribhuvan University

This subject Numerical Method is offered by Tribhuvan University. This institution is committed to providing high-quality educational resources.

Frequently Asked Questions

Basic understanding of fundamental concepts is helpful but not required. We start from the basics and build up your knowledge progressively.

Once you start studying, you have unlimited access to all subject materials. You can revisit the content as many times as you need.

Yes, you'll receive a certificate of completion that you can add to your profile. Many institutions recognize our certificates as evidence of continued learning.

Our approach focuses on practical, applicable knowledge of Numerical Method. While we cover theory thoroughly, we emphasize real-world applications and practical skills.

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