Syllabus
Course Code: MMATH21 -303 Course Name: Practical-III |
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MODULE NO / UNIT | COURSE SYLLABUS CONTENTS OF MODULE | NOTES |
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1 | Solutions of simultaneous linear equations: Gauss-elimination method and Gauss-Jordan method. | |
2 | Solutions of simultaneous linear equations using Jacobi method and Gauss-Seidel method. | |
3 | Solution of algebraic / transcendental equations using Bisection method and Regula-falsi method. | |
4 | Solution of algebraic / transcendental equations using Secant method and NewtonRaphson method. | |
5 | Inversion of matrices using adjoints; Jordan method. | |
6 | Numerical differentiation: using various differentiation formulas for error reduction. | |
7 | Numerical integration using composite methods based on trapezoidal rule. | |
8 | Numerical integration using composite Simpson1/3 rule and 3/8 rule | |
9 | Solution of ordinary differential equations Euler method and Modified Euler method. | |
10 | Solution of ordinary differential equations using Runge-Kutta methods | |
11 | Statistical problems on central tendency (mean, mode, median) and dispersion (standard variation, standard error). | |
12 | Least square method to fit polynomial (curve) of given degree to given data set. | |
13 | Plotting of special functions. |