RGTU Syllabus 3 Sem EC

Will you provide me the RGTU Syllabus 3 Sem EC???

[Pathak]

Here is the RGTU Syllabus 3 Sem EC:

Unit 1 Functions of Complex Variables: Analytic functions, Harmonic Conjugate, Cauchy – Riemann Equations, Line integral, Cauchy's theorem, Cauchy's Integral formula, Singular points, Poles and Residues, Residue theorem, Evaluation of Real Integral, Bilinear Transformation.
Unit 2 Numerical Analysis: Difference operators, Errors and Approximations, Interpolation, Inverse interpolation, Numerical differentiation, Numerical Integration by using Simpson’s method, Weddel’s rule and Gauss legendre open quadrate formula.
Unit 3 Solutions of algebraic and transcendental equations( Regular False, Newton-Raphson, Iterative, Graffe’s root squaring methods), Solutions of simultaneous algebraic equations, Solutions of ordinary differential equations ( Tailor’s Series, Picard’s Method, Modified Euler’s method, Runge Kutta Method, Predictor-Corrector Method), Solution of Partial differential equation.
Unit 4 Introduction to optimization by linear programming, only two variable problems solution by graphical and simplex method, concept of degeneracy and duality; simple three variable transport and assignment problems and modeling into LPP.
Unit 5 introduction to Q theory and Markovian process, time independent property of exponential distribution, solution of only M/M/1 Queues; introduction to design of experiments, factorial design, sampling methods, Taguchi Loss Function, robust design methods, variance reduction and six (±3)! outliers in quality.

Remaining syllabus is in the attachment click on it…