# How to Prepare Engineering Mathematics for GATE 2024

By BYJU'S Exam Prep

Updated on: September 25th, 2023

The question “How to prepare Engineering Mathematics for GATE” arises in the mind of the students when they are starting their preparation for GATE. Graduate Aptitude Test in Engineering (GATE) is one of the important exams conducted annually for admissions to postgraduate courses in eminent institutions throughout the country. According to the defined syllabus, Engineering Mathematics for the GATE exam is one of the subjects which bear a consistent 15% of total weightage from the last five to six years.

This article explains how to prepare Engineering Mathematics for GATE 2024 effectively. Engineering Mathematics is one of the important topics to prepare for the GATE exam. The Engineering Mathematics for the GATE exam is significant because it has a good weightage of marks in the GATE exam.

## How to Prepare Engineering Mathematics for GATE 2024?

Engineering Mathematics is one of the most crucial subjects for the Graduate Aptitude Test in Engineering (GATE) 2024. A good score in Engineering Mathematics can significantly boost your overall GATE score, helping you secure admission to some of the top engineering colleges in India. However, preparing for Engineering Mathematics can be challenging, especially if you are not familiar with the GATE exam pattern and syllabus.

Here are some tips to help you prepare for Engineering Mathematics for GATE 2024:

1. Understand the Syllabus: The first step in preparing for Engineering Mathematics for GATE 2024 is to understand the syllabus thoroughly. The syllabus for Engineering Mathematics in GATE 2024 covers topics such as Calculus, Linear Algebra, Differential Equations, Complex Analysis, Probability, and Statistics. Make sure you are familiar with the topics and subtopics covered in the syllabus.

2. Identify Your Strengths and Weaknesses: Once you have a good understanding of the syllabus, assess your strengths and weaknesses in each topic. This will help you create a study plan that focuses on your weaknesses while still reinforcing your strengths.

3. Practice and Solve Previous Year Question Papers: Solving previous year question papers is an essential part of GATE preparation. It helps you understand the exam pattern, the types of questions asked, and the difficulty level of the exam. Additionally, it helps you identify the areas where you need to focus more attention. Start solving previous year’s question papers and make it a habit of solving a few papers every week.

4. Take Online Mock Tests: Taking online mock tests is an excellent way to prepare for Engineering Mathematics for GATE 2024. It helps you evaluate your preparation level, identify your weaknesses, and improve your time management skills. Attempt as many mock tests as possible to get comfortable with the online exam format.

5. Revise Regularly: Regular revision is essential to reinforce your understanding of the concepts and topics covered in Engineering Mathematics. Create a revision schedule and stick to it. It will help you remember important formulas, concepts, and theorems, and make it easier to recall them during the exam.

## Subject Analysis and Important Topics of Engineering Mathematics

Whether the candidate has completed his graduation in Electrical, Mechanical, Civil, or any stream, Engineering Mathematics covers the same 15% weightage in every specialization. Therefore, for a candidate aiming to crack the GATE exam with a good score, Engineering Mathematics cannot be ignored. Talking about the syllabus of Engineering mathematics is almost the same for each specialization except for some topics like transform theory in Electrical and Electronics and Discrete Mathematics in Computer Science Engineering.

• Linear Algebra (For all streams): While preparing for linear algebra candidate should have focused on Eigenvalues and vectors, rank and determinant of matrices, and systems of linear equations. Do not cover topics like basis vectors and the span of basis vectors to form an n-dimensional space.
• Calculus (For all streams): From calculus, the candidate should focus on maxima and minima in single variable calculus. Vector calculus is a very important topic that covers Gradient, Divergence and Curls, and Vector Integral Theorems. Sometimes questions also arise from Limits.
• Differential Equations (For all streams): the General question, like finding the solution of the differential equation, is asked in the GATE exam. Along with first-order equations, Bernoulli’s Equation and Euler Differential Equation should also be covered.
• Probability and statistics (For all streams): The candidate should be practicing more questions on Bayes’ Theorem, Random Variables like Poisson’s Distribution, Statistics, mean, median, and mode concepts, as well as the coefficient of correlation. These topics would be sufficient to have a good hand on probabilities and statistics.
• Complex Analysis (Not for GATE CS): It is the smallest topic to cover, and the candidate should focus only on the Cauchy-Riemann Equations, the Residue Method of Integration, and the Taylor series.
• Numerical Methods (Not for GATE CS): While practicing this topic candidate should pay attention to important formulae for the Trapezoidal Rule and Simpson’s Rule and practice as many questions on equation solving using Newton-Raphson and Bisection method and numerical integration techniques.
• Transform Theory (For GATE EE and ME): Covering topics like Laplace and inverse Laplace transforms would be enough for a candidate from this chapter.
• Discrete Mathematics (Only for GATE CS): CS student candidates should cover topics like Graph connectivity and coloring, Mathematical Logic (Propositions and Predicate logic), Relations, and Functions. Question patterns on discrete mathematics would be like finding tautology, satisfiability, equivalences of given propositional statements, finding the number of edges, vertices, or components for the given connected or disconnected graph, checking isomorphism, Euler circuit, Hamiltonian cycle for given graphs, and Simple properties of various graphs such as a complete graph, bipartite graph, regular graph, cycle graph, and line graph.

## Strategy to Cover Engineering Mathematics for GATE

Having information about the important topics to cover and the pattern of questions to be asked is important for a candidate to acquire a proper strategy to cover the syllabus in a short span of time by just following these simple tricks:

• Do not mix up Maths by going through whole textbooks/standard books, it is a waste of time, and moreover, if you try to learn, you won’t finish learning it even after the GATE exam is over.
• However, the Candidate can refer to standard books such as Higher Engineering Mathematics by B.S. Grewal and advanced engineering mathematics by Erwin kreyszig for noting down important formulae and shortcuts.
• Study the list of topics on a priority basis and practice the previous year’s problems after completion of each topic. This process would give you familiarity with the level and pattern of questions.
• While preparing for Engineering Mathematics, the candidate should regularly revise to link up all topics in mind while giving a revision at the time of completion of the syllabus.
• Candidates can opt for online mock tests after completing the syllabus as it will be advantageous in improving the weaker areas and putting a final finishing in your preparation before the exam.
• Maintaining a habit of making notes of shortcuts and formulae would be very handy in Engineering mathematics.

## Best Books For GATE Engineering Mathematics

Engineering Mathematics has consistently received a high weightage in the Graduate Aptitude Test in Engineering (GATE) exam; it will play a significant role in the exam. This subject carries between 12 to 15 marks each year. Let us check some important books for Engineering Mathematics for GATE 2024.

 Books Authors Essential Engineering Mathematics Michael Batty Advanced Engineering Mathematics Greenberg Advanced Engineering Mathematics Erwin Kreyszig Advanced Engineering Mathematics H.K.Dass, S. Chand
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