Page 1 General Aptitude (GA): Common syllabus for all GATE papers Subject Topics Paper 2019 (Weightage) Paper 2018 (Weightage) Paper 2017 (Weightage) Questions (1 Mark + 2 Marks) Total Weightage Questions (1 Mark + 2 Marks) Total Weightage Set 1 Set 2 Verbal Ability Verbal Analogies 3 + 2 7 2+2 6 3 3 English Grammar Vocabulary Numerical Ability Subject Topics Paper 2019 (Weightage) Paper 2018 (Weightage) Paper 2017 (Weightage) Questions (1 Mark + 2 Marks) Total Weightage Questions (1 Mark + 2 Marks) Total Weightage Set 1 Set 2 Numerical Ability Numerical computation 2 + 3 8 3+3 9 8 8 Page 2 General Aptitude (GA): Common syllabus for all GATE papers Subject Topics Paper 2019 (Weightage) Paper 2018 (Weightage) Paper 2017 (Weightage) Questions (1 Mark + 2 Marks) Total Weightage Questions (1 Mark + 2 Marks) Total Weightage Set 1 Set 2 Verbal Ability Verbal Analogies 3 + 2 7 2+2 6 3 3 English Grammar Vocabulary Numerical Ability Subject Topics Paper 2019 (Weightage) Paper 2018 (Weightage) Paper 2017 (Weightage) Questions (1 Mark + 2 Marks) Total Weightage Questions (1 Mark + 2 Marks) Total Weightage Set 1 Set 2 Numerical Ability Numerical computation 2 + 3 8 3+3 9 8 8 Numerical estimation Numerical reasoning and data interpretation Section 1: Engineering Mathematics Subject Topics Paper 2019 (Weightage) Paper 2018 (Weightage) Paper 2017 (Weightage) Questions (1 Mark + 2 Marks) Total Weightage Questions (1 Mark + 2 Marks) Total Weightage Set 1 Set 2 Engineering Mathematics Linear Algebra 6 + 3 12 4+5 9 - 2 Calculus 3 4 Differential equations 6 - Complex variables 1 - Probability and Statistics - 4 Page 3 General Aptitude (GA): Common syllabus for all GATE papers Subject Topics Paper 2019 (Weightage) Paper 2018 (Weightage) Paper 2017 (Weightage) Questions (1 Mark + 2 Marks) Total Weightage Questions (1 Mark + 2 Marks) Total Weightage Set 1 Set 2 Verbal Ability Verbal Analogies 3 + 2 7 2+2 6 3 3 English Grammar Vocabulary Numerical Ability Subject Topics Paper 2019 (Weightage) Paper 2018 (Weightage) Paper 2017 (Weightage) Questions (1 Mark + 2 Marks) Total Weightage Questions (1 Mark + 2 Marks) Total Weightage Set 1 Set 2 Numerical Ability Numerical computation 2 + 3 8 3+3 9 8 8 Numerical estimation Numerical reasoning and data interpretation Section 1: Engineering Mathematics Subject Topics Paper 2019 (Weightage) Paper 2018 (Weightage) Paper 2017 (Weightage) Questions (1 Mark + 2 Marks) Total Weightage Questions (1 Mark + 2 Marks) Total Weightage Set 1 Set 2 Engineering Mathematics Linear Algebra 6 + 3 12 4+5 9 - 2 Calculus 3 4 Differential equations 6 - Complex variables 1 - Probability and Statistics - 4 Numerical Methods 2 - Transform Theory 3 - Total 15 10 Linear Algebra Matrix Algebra Systems of linear equations Eigenvalues Eigenvectors Calculus Mean value theorems Theorems of integral calculus Evaluation of denite and improper integrals Partial Derivatives Maxima and minima Multiple integrals Fourier series Vector identities Directional derivatives Line integral Surface integral Volume integral Page 4 General Aptitude (GA): Common syllabus for all GATE papers Subject Topics Paper 2019 (Weightage) Paper 2018 (Weightage) Paper 2017 (Weightage) Questions (1 Mark + 2 Marks) Total Weightage Questions (1 Mark + 2 Marks) Total Weightage Set 1 Set 2 Verbal Ability Verbal Analogies 3 + 2 7 2+2 6 3 3 English Grammar Vocabulary Numerical Ability Subject Topics Paper 2019 (Weightage) Paper 2018 (Weightage) Paper 2017 (Weightage) Questions (1 Mark + 2 Marks) Total Weightage Questions (1 Mark + 2 Marks) Total Weightage Set 1 Set 2 Numerical Ability Numerical computation 2 + 3 8 3+3 9 8 8 Numerical estimation Numerical reasoning and data interpretation Section 1: Engineering Mathematics Subject Topics Paper 2019 (Weightage) Paper 2018 (Weightage) Paper 2017 (Weightage) Questions (1 Mark + 2 Marks) Total Weightage Questions (1 Mark + 2 Marks) Total Weightage Set 1 Set 2 Engineering Mathematics Linear Algebra 6 + 3 12 4+5 9 - 2 Calculus 3 4 Differential equations 6 - Complex variables 1 - Probability and Statistics - 4 Numerical Methods 2 - Transform Theory 3 - Total 15 10 Linear Algebra Matrix Algebra Systems of linear equations Eigenvalues Eigenvectors Calculus Mean value theorems Theorems of integral calculus Evaluation of denite and improper integrals Partial Derivatives Maxima and minima Multiple integrals Fourier series Vector identities Directional derivatives Line integral Surface integral Volume integral Stokes’s theorem Gauss’s theorem Green’s theorem Differential equations First order equations (linear and nonlinear) Higher order linear differential equations with constant coefcients Method of variation of parameters Cauchy’s equation Euler’s equation Initial and boundary value problems Partial Differential Equations Method of separation of variables Complex variables Analytic functions Cauchy’s integral theorem Cauchy’s integral formula Taylor series Laurent series Residue theorem Solution integrals Probability and Statistics Sampling theorems Page 5 General Aptitude (GA): Common syllabus for all GATE papers Subject Topics Paper 2019 (Weightage) Paper 2018 (Weightage) Paper 2017 (Weightage) Questions (1 Mark + 2 Marks) Total Weightage Questions (1 Mark + 2 Marks) Total Weightage Set 1 Set 2 Verbal Ability Verbal Analogies 3 + 2 7 2+2 6 3 3 English Grammar Vocabulary Numerical Ability Subject Topics Paper 2019 (Weightage) Paper 2018 (Weightage) Paper 2017 (Weightage) Questions (1 Mark + 2 Marks) Total Weightage Questions (1 Mark + 2 Marks) Total Weightage Set 1 Set 2 Numerical Ability Numerical computation 2 + 3 8 3+3 9 8 8 Numerical estimation Numerical reasoning and data interpretation Section 1: Engineering Mathematics Subject Topics Paper 2019 (Weightage) Paper 2018 (Weightage) Paper 2017 (Weightage) Questions (1 Mark + 2 Marks) Total Weightage Questions (1 Mark + 2 Marks) Total Weightage Set 1 Set 2 Engineering Mathematics Linear Algebra 6 + 3 12 4+5 9 - 2 Calculus 3 4 Differential equations 6 - Complex variables 1 - Probability and Statistics - 4 Numerical Methods 2 - Transform Theory 3 - Total 15 10 Linear Algebra Matrix Algebra Systems of linear equations Eigenvalues Eigenvectors Calculus Mean value theorems Theorems of integral calculus Evaluation of denite and improper integrals Partial Derivatives Maxima and minima Multiple integrals Fourier series Vector identities Directional derivatives Line integral Surface integral Volume integral Stokes’s theorem Gauss’s theorem Green’s theorem Differential equations First order equations (linear and nonlinear) Higher order linear differential equations with constant coefcients Method of variation of parameters Cauchy’s equation Euler’s equation Initial and boundary value problems Partial Differential Equations Method of separation of variables Complex variables Analytic functions Cauchy’s integral theorem Cauchy’s integral formula Taylor series Laurent series Residue theorem Solution integrals Probability and Statistics Sampling theorems Conditional probability Mean Median Mode Standard Deviation Random variables Discrete and Continuous Distributions Poisson distribution Normal distribution Binomial distribution Correlation analysis Regression analysis Numerical Methods Solutions of non-linear algebraic equations Single and Multi -step methods for differential equations Transform Theory Fourier Transform Laplace Transform z -Transform Electrical Engineering Section 2: Electric CircuitsRead More

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