The NDA exam is conducted by the UPSC twice a year for the recruitment of officers. There are two sections in NDA written examination first one is Maths and 2nd one is GAT (General Ability Test), NDA Maths section contains 120 questions alone and has the maximum weightage in NDA written examination. Here we are […]
The post How to Prepare for NDA 2 2024 Mathematics ? appeared first on Best NDA Coaching | SSB Interview Coaching.
]]>The NDA exam is conducted by the UPSC twice a year for the recruitment of officers. There are two sections in NDA written examination first one is Maths and 2nd one is GAT (General Ability Test), NDA Maths section contains 120 questions alone and has the maximum weightage in NDA written examination. Here we are going to explain how to prepare for Maths for the NDA examination.
The UPSC administers the NDA test, which is required for admission to the NDA’s Army, Navy, and Air Force wings. This test serves as a stepping stone for students interested in joining the Army, Navy, or Air Force.
NDA Paper 1 is made up of questions about mathematics. NDA Maths play a significant role in candidate selection. The NDA’s Mathematics component is simple to understand because the questions are largely from Classes 11 and 12.
A candidate will have to prepare the following topics in the NDA Mathematics. There is nothing left. All the questions will be asked from the NCERT Books of classes 11th to 12th. Let’s see the topics to Chapters that you have to cover in the NDA Maths Examination:
The National Defense Academy’s first shift arranged the Mathematics question paper. This question paper had a total of 120 questions. After reviewing the questions on the question paper, it was discovered that the answers to the questions on the full question paper were practically mild. You may find information on the themes of the Mathematics question paper, the number of questions linked to them, and the level of questions in the table below.
Mathematics | Number of questions | Difficulty Levels |
3D Geometry | 6 | Moderate |
Binary | 2 | Easy |
Binomial Theorem | 3 | Moderate |
Complex Number | 2 | Easy |
Conic section | 3 | Easy |
Differential Equation | 4 | Moderate |
Differentiation and its applications | 5 | Moderate |
Height and Distance | 2 | Easy |
Inequality and Logarithms | 1 | Easy |
Integration and its application | 5 | Moderate |
Limits, continuity, and differentiability | 4 | Moderate |
Lines | 4 | Moderate |
Matrices and determinates | 10 | Moderate |
Permutation and combination | 8 | Moderate |
Probability | 8 | Moderate |
Quadratic equation and cube roots | 6 | Easy |
Sequence and Series | 5 | Moderate |
Sets relations and Functions | 8 | Easy |
Statics and DI | 11 | Moderate |
Trigonometry | 14 | Easy |
Vector | 5 | Moderate |
Total | 120 | Moderate |
As you know, 120 questions are asked in Mathematics subject in the National Defence Academy exam.
To better prepare for the NDA Maths. Your fundamentals must be obvious. You must have memorised all of the formulae. The only way to improve your maths preparation is to practise. To obtain better practice for the test, attempt to solve sample question papers and previous year’s question papers, among other things.
Visual learning helps a person retain more information over a longer length of time, therefore online tutorials are beneficial. Visual learning entails a lot more than just seeing and recalling because the learner is immersed in the experience.
Most of the NDA Maths is made up of formulae. Preparing a revision sheet with all formulae and significant points stated in order of importance is the best method to remember them. This will come in handy if you need to revise at the last minute.
Solving practice papers will give the student an idea of how much time he will need to spend on each question and will also help him decide if he needs to improve his time management abilities.
Previous year’s question papers will assist the student in gaining an understanding of the exam pattern and the weightage given to each topic and sub-topic.
A typical NDA & NA paper contains approximately 30 to 32 questions from algebra and vector algebra, totalling 75 to 80 Marks.
Complex numbers, vector algebra, matrices, quadratic equations, and linear equations are usually given the most weight. Permutations and combinations, as well as Logarithmic functions and the Binomial Theorem, are frequently given less weight.
The candidate, on the other hand, should prepare these themes as well. The candidate should have a good understanding of the context and sub-topic from which the questions are drawn.
Another option for a candidate to gain real-time experience with the exam in terms of time management, paper layout, and space management is to use test simulators.
The candidate will have to solve plenty of questions in a very limited time. In other words, each question will be answered in less than a minute. Hence, the candidate should use mental maths, learn tables, squares, cubes, useful formulas and short tricks to speed up their calculations. This will cut down on the quantity of rough work required, saving time.
Every subtopic under NDA Maths should be remembered by the candidate. This will not only provide the candidate with an advantage over the competition, but it will also aid in additional preparation and comprehension of the topics.
Many previous aspirants prefer NCERT books when it comes to maths. We have already discussed the crucial books for NDA that can be used to prepare for both aspects of the exam. You can use it to find the best books for studying the mathematics component of the NDA exam.
It is quite confusing to select the best books for preparation for any exam. It is always better to take a proper review before you buy that book. The Competitive exam books are a bit costly and must select the only book that could give you complete preparation for the exam. The syllabus of the NDA Examination is a bit broad and hard to cover. One can prepare a complete syllabus through the books, only if one selects the best book.
The Major Kalshi Classes is the best coaching institute for the preparation for the defence examination. Our Institutes have their publication. The team of the best teachers and officers have designed the best books for the preparation of the defence examinations. Our Institute has designed the best book for the Prepare Maths for NDA 2022. All the candidates who want to prepare for the Exam. must check the Books of Major Kalshi Classes that are specially designed for this Examination.
The Team of brilliant teachers and some naval officers have designed this book. This book has been designed after analyzing the last 10 years of question papers and some sample papers etc. In our Publication team, we have an Ex-Examiner of Defence Exams. He has also helped us a lot in making this book. This is the best Study material for the NDA Exam. The main motto of this study material is to give complete preparation for NDA Maths Syllabus Examination. So, All the candidates could prepare for the examination by sitting at home.
Many Books that are available in the market are just full of questions and nothing else. Those books can not give you better preparation for the examination. The MKC Books for NDA Maths have enough sample papers and Model papers for the practice. The Sample papers are designed by the experts and the experts guess the questions that may be asked in the examination. Most of the candidates pay some money to get the sample papers for the practice. This book is enough for your preparation, you will not have to look for any other book for the same exam preparation. In this book, you will also get some important questions that are asked almost every year.
NDA Exam | Written Cutoff Marks | Final Cutoff Marks |
NDA I 2019 | 342 | 704 |
NDA II 2019 | 346 | 709 |
NDA I 2020 | 355 | 723 |
NDA II 2020 | 355 | 719 |
NDA I 2021 | 343 | 709 |
NDA II 2021 | 355 | 726 |
NDA I 2022 | 360 | 720 |
NDA II 2022 | 316 | 678 |
NDA I 2023 | 301 | 664 |
NDA II 2023 | 320 – 330 (Expected) | |
NDA I 2024 | 315 – 335 (Expected) |
After reviewing the question paper of the written examination of the National Defense Academy and estimating the marks through the answer key, candidates will take admitted to coaching institutes for further preparation and information about the procedure. Such candidates, who want to prepare for a written examination of the National Defense Academy as well as an SSB interview and a physical and medical test, then join MKC.
Major Kalshi Classes Coaching Institute is preparing for National Defense Academy and other Armed Forces exams for more than 17 years. If you enrol yourself in MKC then probably you can fulfil your dream. You can access the MKC YouTube channel and MKC learning application to watch live solutions for both the NDA question papers. To get more information, use the contact number given below and the official website and get all types of information related to NDA.
The post How to Prepare for NDA 2 2024 Mathematics ? appeared first on Best NDA Coaching | SSB Interview Coaching.
]]>NDA Paper I consists of questions from Mathematics. In comparison to the General Ability Test, this section carries less weight. It does, however, play an important role in the selection of candidates. The NDA Mathematics section is not difficult to master because the questions are mostly from Classes 11 and 12. Candidates can achieve good […]
The post List of Important topics for NDA Mathematics from which more questions were asked by UPSC. appeared first on Best NDA Coaching | SSB Interview Coaching.
]]>NDA Paper I consists of questions from Mathematics. In comparison to the General Ability Test, this section carries less weight. It does, however, play an important role in the selection of candidates. The NDA Mathematics section is not difficult to master because the questions are mostly from Classes 11 and 12. Candidates can achieve good exam results with revision and practice. NDA toppers have suggested that candidates cover the entire Math syllabus. Students must consult school-level textbooks to understand the fundamental concepts. Here are a few pointers to help you prepare for the NDA Mathematics exam.
The NDA Mathematics section contains 120 objective-type multiple-choice questions. This section is worth 300 marks in total. Candidates have two hours and thirty minutes to complete the question paper. Candidates receive 2.5 marks for correct answers and 0.83 marks for incorrect answers.
The NDA Maths syllabus is at Class 11 and 12 levels. Algebra, Matrices and Determinants, Trigonometry, Calculus, Probability, Complex Numbers, and Quadratic Equation questions are asked. The Math paper is worth a total of 300 marks.
Subjects | Number of Question |
---|---|
Algebra |
30 |
Trigonometry |
20 |
Determinants and matrices |
10 |
Analytical Geometry |
20 |
Vector Algebra |
10 |
Statistics and Probability |
10 |
Differential calculus and Integral calculus |
20 |
Total |
120 |
Algebra, Matrices and Determinants, Trigonometry, Analytical Geometry in two and three dimensions, Differential Calculus, Integral Calculus and Differential Equations, Vector Algebra, Statistics and Probability are all covered in the NDA curriculum. The following is the detailed syllabus for the Maths paper:
Topics | Sub-Topics |
---|---|
Algebra |
Sets, Venn diagrams, De Morgan laws, Cartesian product, relation, equivalence relation. Real numbers, Complex numbers, Modulus, Cube roots, Conversion of a number in Binary system to Decimals and vice-versa. Arithmetic, Geometric and Harmonic progressions. Quadratic equations, Linear inequations, Permutation and Combination, Binomial theorem and Logarithms. |
Calculus |
Concept of a real valued function, domain, range and graph of a function. Composite functions, one to one, onto and inverse functions. Notion of limit, Standard limits, Continuity of functions, algebraic operations on continuous functions. Derivative of function at a point, geometrical and physical interpretation of a derivative-application. Derivatives of sum, product and quotient of functions, derivative of a function with respect to another function, derivative of a composite function. Second order derivatives. Increasing and decreasing functions. Application of derivatives in problems of maxima and minima |
Matrices and Determinants |
Types of matrices, operations on matrices. Determinant of a matrix, basic properties of determinants. Adjoint and inverse of a square matrix, Applications-Solution of a system of linear equations in two or three unknowns by Cramer’s rule and by Matrix Method. |
Integral Calculus and Differential Equations |
Integration as inverse of differentiation, integration by substitution and by parts, standard integrals involving algebraic expressions, trigonometric, exponential and hyperbolic functions. Evaluation of definite integrals—determination of areas of plane regions bounded by curves-applications. Definition of order and degree of a differential equation, formation of a differential equation by examples. General and particular solution of differential equations, solution of first order and first-degree differential equations of various types-examples. Application in problems of growth and decay. |
Trigonometry |
Angles and their measures in degrees and in radians. Trigonometric ratios. Trigonometric identities Sum and difference formulae. Multiple and Sub-multiple angles. Inverse trigonometric functions. Applications-Height and distance, properties of triangles. |
Vector Algebra |
Vectors in two and three dimensions, magnitude, and direction of a vector. Unit and null vectors, the addition of vectors, scalar multiplication of a vector, scalar product, or dot product of two vectors. Vector product or cross product of two vectors. Applications—work done by a force and moment of a force and in geometrical problems. |
Analytical Geometry Of Two and Three Dimension |
Rectangular Cartesian Coordinate system. Distance formula. Equation of a line in various forms. The angle between two lines. Distance of a point from a line. Equation of a circle in standard and in a general form. Standard forms of parabola, ellipse, and hyperbola. Eccentricity and axis of a conic. Point in a three-dimensional space, the distance between two points. Direction Cosines and direction ratios. Equation two points. Direction Cosines and direction ratios. Equation of a plane and a line in various forms. Angle between two lines and angle between two planes. Equation of a sphere. |
Statistics and Probability |
Probability: Random experiment, outcomes, and associated sample space, events, mutually exclusive and exhaustive events, impossible and certain events. Union and Intersection of events. Complementary, elementary, and composite events. Definition of probability—classical and statistical—examples. Elementary theorems on probability-simple problems. Conditional probability, Bayes’ theorem—simple problems. Random variable as function on a sample space. Binomial distribution, examples of random experiments giving rise to Binomial distribution. |
How to prepare for NDA Mathematics?
Follow the tips and tricks below for the NDA Mathematics section:
The probable cut-off for this NDA written exam which is going to be held on 10th April 2022 is as per the cut-off of the last 5 years. Probably the cut-off of this NDA written exam can be between 350 to 360. Below we are giving you information about the last 5 years’ cut-off.
So let’s join Major Kalshi Classes which is the best NDA coaching in India for aspirants. MKC is one of the best SSB coaching in India. Join us and crack your NDA written exam.
The last 5 year’s cut off from NDA Exam | |
NDA and NA (I) 2017 | 342 |
NDA and NA (II) 2017 | 258 |
NDA and NA (I) 2018 | 338 |
NDA and NA (II) 2018 | 325 |
NDA and NA (I) 2019 | 342 |
NDA and NA (II) 2019 | 346 |
NDA and NA (I) 2020 | 355 |
NDA and NA (II) 2020 | 355 |
NDA and NA (I) 2021 | 343 |
NDA and NA (II) 2021 | 347 |
NDA and NA (I) 2022 | 350-360 (Expected) |
The post List of Important topics for NDA Mathematics from which more questions were asked by UPSC. appeared first on Best NDA Coaching | SSB Interview Coaching.
]]>