Education and Career Forum

It includes linear differential equations (solution of nthorder LDE with constant coefficients, method of variation of parameters, Cauchy’s & Legendre’s DE, solution of simultaneous & symmetric DE, electrical circuits modeling), complex variables (functions, analytic functions, C-R equations, conformal mapping, bilinear transformation, cauchy’s theorem, integral formula, Laurent’s series, residue theorem), transforms (FT, integral theorem, sine & cosine integrals, wave equation application, z-transform), statistics and probability (central tendency measures, SD, coefficient of variation, moments, skewness, kurtosis, correlation and regression), distributions (binomial, poisson, normal), vector differential calculus (physical interpretation of vector, solenoidal, irrotational, conservative fields, identities), vector integral calculus (theorems and applications to problems in EM fields)

Paper Pattern: Engineering Mathematics paper of 3rd semester contains 12 questions divided equally into 2 sections. However, the number of questions that the candidate should answer is three, and this holds good for both the sections. Nevertheless, the catch here is that you would have the paper with “either-or” option and not “do any 3 from the given 6”. Moreover, in both the sections, one question will carry 16 marks and the rest 2 will have 17 marks each.

Maximum marks: 100

Duration: 3 hours