expected questions in GATE 2017

Engineering Mathematics is a highly important subject of the GATE exam. This subject accounts for nearly 15% weight age in GATE.

This subject carries the highest weight age in the non-technical section and is highly scoring.Preparing Engineering Mathematics thoroughly will help the candidates in studying the technical subjects with ease.

This article will cast light on the most important topics in Engineering Mathematics for the Mechanical (ME), Computer Science and Information Technology (CSE), Electronics and Communication (ECE), Electrical Engineering (EE) and Civil Engineering (CE).

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Questions Expected in GATE ME 2018

 

Topic

 

          Important Sub-Topics

Weight Age in GATE

Linear Algebra

Eigenvalues and vectors

1-2 Questions

Finding rank and determinant of matrices

Systems of Linear Equations 

 

Calculus

Limit, Multiple Integrals

1-2 Questions

Maxima and Minima

Gradient, Divergence, and Curl 

 

Differential Equations

First order equations

(linear and nonlinear)

1-2 Questions

Cauchy’s and Euler’s equations

 

 

Complex Analysis

Analytic Functions 

2-3 Questions

Cauchy-Riemann equations

Taylor’s Series

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Numerical Methods

Newton-Raphson method

2-3 Questions

Integration by trapezoidal and Simpson’s rules 

 

Probability and Statistics

Joint and Conditional Probability

1-2 Questions

Uniform, Normal, Exponential Distributions

 

Transform Theory

Laplace transform

1 Question

 

Questions Expected in GATE CSE 2018

 

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Topic

Important Sub-Topics

Weight Age in GATE

Mathematical Logic

Propositional & Predicate Logic

1 Question

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Set Theory

Basic definitions of different types of sets, Relations and Functions, Partial orders and Lattices

1-2 Question

 

Group Theory

Problems on Connectivity, Matching, Coloring

2-3 Question

 

Combinatorics

Problems on Counting, Recurrence  Relations &

Generating functions

1-2 Questions

 

Linear Algebra

Eigenvalues and vectors 

1-2 Questions

Finding rank and determinant of matrices

Systems of Linear Equations

LU Decomposition 

 

Calculus

Limit, Maxima and Minima

2-3 Questions

Mean value theorem

Multiple Integrals

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Probability &

Statistics

Uniform, Normal, Exponential, Poisson & Binomial distributions

2-3 Questions

Conditional probability & Baye’s theorem

 

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Questions Expected in GATE ECE 2018

Topic

Important Sub-Topics

Weight Age in GATE

Vector Analysis

Vector operations, Gradient, Divergence and Curl

1-2 Questions

Gauss's, Green's and Stoke's theorems

 

Numerical Methods

Newton-Raphson method

1-2 Questions

Integration by trapezoidal and Simpson’s rules

 

Complex Analysis

Analytic Functions

2-3 Questions

Cauchy-Riemann equations

Taylor’s Series

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Linear Algebra

Eigenvalues and vectors

1-2 Questions

Finding rank and determinant of matrices

Systems of Linear Equations 

 

Calculus

Mean value theorem, Partial Derivatives

1-2 Questions

Multiple Integrals,  Taylor’s Series

Maxima and Minima

 

Differential Equations

First-order equations

(linear and nonlinear)

2-3 Questions

Cauchy's and Euler's equations

Partial Differential Equations

Variable Separable Method

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Probability & Statistics

Binomial, Poisson, Exponential and Normal distributions

2-3 Questions

Joint and Conditional probability 

Correlation and Regression Analysis

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Questions Expected in GATE Civil Engineering

Topic

Important Sub-Topics

Linear Algebra

Eigenvalues and vectors

Finding rank and determinants of matrices

Systems of Linear Equations

 

Calculus

Limit

Maxima and Minima

Gradient, Divergence, and Curl

 

Differential Equations

First order equations (linear and non-linear)

Cauchy’s and Euler’s equations

 

Numerical Methods

Newton-Raphson method

Integration by trapezoidal and Simpson’s rules

 

Questions Expected in GATE Electrical Engineering

Topic

Important Sub-Topics

Linear Algebra

Eigenvalues and vectors

Finding rank and determinants of matrices

Systems of Linear Equations

 

Calculus

Partial & directional derivatives

Maxima and minima

Gauss’s theorem

 

Differential Equations

First order equations (Linear and Non-linear)

Cauchy’s and Euler’s equations

 

 

Complex Variables

Analytical Functions

Cauchy-Riemann equations

Taylor’s Series

 

 

Probability & Statistics

Joint and Conditional Probability

Uniform, Normal, Exponential Distributions

 

Numerical Methods

Newton-Raphson method

Integration by trapezoidal and Simpson’s rules

 

Transform Theory

Laplace transform

We are sure that this article will definitely assist the aspirants to excel in their GATE Preparation.

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