Mathematics is one of the three sections of JEE Main Paper 2A for B.Arch admissions, and its syllabus covers a wide range of topics from Algebra and Calculus to Coordinate Geometry, Vectors, Probability, and Trigonometry. With so many areas to cover, starting without the complete syllabus can make it hard to decide what to study first and what to leave for later revision.
The JEE B.Arch Maths Syllabus 2027 gives you a clear picture of the topics you need to cover for the Mathematics section. Knowing the syllabus in advance allows you to plan your preparation, divide time between units, track completed topics, and avoid missing an important area before the exam.
PW Architecture Online Batches 2027
The JEE Main Paper 2A Maths Syllabus covers 16 major units. These include topics from basic mathematical concepts to calculus, coordinate geometry, three-dimensional geometry, and probability.
|
Unit |
Key Concepts Covered |
|
1. Sets, Relations and Functions |
Sets, representation, union, intersection, complement, Cartesian product, relations, and functions including one-one, onto, and bijective functions. |
|
2. Complex Numbers and Quadratic Equations |
Complex numbers, Argand plane, polar representation, quadratic equations in real and complex systems, and nature of roots. |
|
3. Matrices and Determinants |
Types and operations of matrices, determinants, properties, adjoint, inverse, and solutions of homogeneous and non-homogeneous linear equations. |
|
4. Permutations and Combinations |
Fundamental counting principle, permutations as arrangements, and combinations as selections. |
|
5. Mathematical Induction |
Principle of Mathematical Induction and its applications. |
|
6. Binomial Theorem and its Simple Applications |
Binomial theorem for positive integral index, general term, middle term, and simple applications. |
|
7. Sequences and Series |
Arithmetic, geometric, and harmonic progressions, finite and infinite series, and sums of squares and cubes of natural numbers. |
|
8. Limit, Continuity and Differentiability |
Real-valued functions, algebra of functions, limits, continuity, differentiability, derivatives, and Mean Value Theorems. |
|
9. Integral Calculus |
Integration as inverse differentiation, substitution, integration by parts, partial fractions, definite integrals, Fundamental Theorem of Calculus, and areas under curves. |
|
10. Differential Equations |
Order and degree, formation of differential equations, separation of variables, homogeneous equations, and linear equations. |
|
11. Coordinate Geometry |
Cartesian system, distance and section formula, locus, straight lines, circle, parabola, ellipse, hyperbola, tangents, and normals. |
|
12. Three-Dimensional Geometry |
Coordinates in space, distance, section formula, direction cosines, direction ratios, equations of straight lines and planes. |
|
13. Vector Algebra |
Vectors and scalars, vector addition, components, scalar product, vector product, scalar triple product, and vector triple product. |
|
14. Statistics and Probability |
Mean, variance, standard deviation, probability, addition and multiplication theorems, Bayes' theorem, Bernoulli trials, and binomial distribution. |
|
15. Trigonometry |
Trigonometric identities, heights and distances, and trigonometric equations. |
|
16. Mathematical Reasoning |
Statements, logical operations such as AND, OR, and NOT, tautology, contradiction, converse, and contrapositive. |
Having the syllabus in PDF form makes it easier to keep the complete list of topics available while studying. You can use it to mark completed units, plan revision, and check the syllabus before moving to mock tests.
Knowing the syllabus is only the first step. Your preparation becomes easier when you divide the topics into manageable study blocks and revise them more than once.
Start with the syllabus: Go through all 16 units and identify the topics you have already studied and those that need more attention.
Revise concepts first: Make sure you understand the basic formulas, definitions, properties, and methods before moving to extensive question practice.
Practise after each unit: Solve questions once you complete a topic so you can check how well you can apply what you have studied.
Track difficult topics: Keep a separate list of concepts where you make repeated mistakes and revisit them during revision.
Use previous-year questions: After completing the syllabus, solve JEE Main Paper 2A questions to become familiar with the level and style of questions.
Attempt mock tests: Full-length practice can help you improve time management and identify topics that still require revision.
PW Architecture Online Batches 2027
The Mathematics section for B.Arch is part of JEE Main Paper 2A, so it should be prepared specifically with the Paper 2A examination in mind. The broader JEE Main 2027 Mathematics syllabus and the B.Arch Mathematics Syllabus may overlap, but you should always refer to the official Paper 2A syllabus for your preparation.
|
Resource |
What It Covers |
|
JEE Main Paper 2A Mathematics |
Mathematics section for B.Arch |
|
Aptitude Test |
Architecture and spatial aptitude |
|
Drawing Test |
Drawing and visualisation skills |
|
Complete Paper 2A Preparation |
Mathematics, Aptitude, and Drawing |
A clear view of the syllabus can make B.Arch Mathematics preparation easier to plan and track. Keep the JEE B.Arch Maths Syllabus 2027 handy while revising concepts, practising questions, and preparing for Paper 2A.
