2016 Paper 2
- Q1a Euclidean domains 10 marks
- Q1b Differentiability 10 marks
- Q1c Sequences 10 marks
- Q1d Harmonic functions and harmonic conjugate 10 marks
- Q1e Graphical method 10 marks
- Q2a Absolute and conditional convergence 15 marks
- Q2b Cyclic groups 15 marks
- Q2c Simplex method (basic) 20 marks
- Q3a Field Extensions; Tower Law; Algebraic Closure 20 marks
- Q3b Maxima and minima of multi-variable functions (analytic criteria) 15 marks
- Q3c Cauchy's residue theorem 15 marks
- Q4a Field Extensions; Tower Law; Algebraic Closure 15 marks
- Q4b Uniform continuity 15 marks
- Q4c Power Series of Analytic Functions; Radius of Convergence 20 marks
- Q5a Quasilinear first-order PDEs (Lagrange's method) 10 marks
- Q5b Vortex motion; circulation 10 marks
- Q5c Hamilton's equations 10 marks
- Q5d Number systems 10 marks
- Q5e Quasilinear first-order PDEs (Lagrange's method) 10 marks
- Q6a Cauchy's method of characteristics 15 marks
- Q6b Sources, sinks, doublets 15 marks
- Q6c Lagrange's interpolation 20 marks
- Q7a Second-order linear PDEs with constant coefficients (CF, PI) 15 marks
- Q7b Potential flow 20 marks
- Q7c Gaussian quadrature 15 marks
- Q8a Heat equation 20 marks
- Q8b Lagrange's equations 15 marks
- Q8c Boolean algebra 15 marks