Preparing for the JEE exam is a journey that requires determination, strategy, and smart planning. As one of the toughest competitive exams in India, the Joint Entrance Examination (JEE) demands a deep understanding of key subjects like Physics, Chemistry, and Mathematics. But did you know that your performance in Class 11 plays a critical role in determining your success? The Class 11 syllabus forms the bedrock of the concepts you will build upon in Class 12, and mastering it can make all the difference when you face the JEE Mains and JEE Advanced exams.
While Class 12 topics may seem more advanced, the concepts from Class 11 are just as important. Without a solid grasp of these topics, you might find yourself struggling when dealing with tougher questions later. In this article, we’ll break down why Class 11 is so crucial for your JEE prep, highlight the most important chapters from each subject, and offer tips to help you excel. Get ready to set a strong foundation for your JEE success!
JEE Exam Pattern and Structure
The Joint Entrance Examination (JEE) is the gateway to prestigious engineering institutes in India, such as the IITs, NITs, and other top colleges. The exam is divided into two main stages: JEE Mains and JEE Advanced, each with a distinct structure, and both play a crucial role in your journey toward becoming an engineer.
1) JEE Mains
JEE Mains is the first stage of the examination, and it is conducted by the National Testing Agency (NTA). This exam is held multiple times a year (usually in January and April) and serves as the qualifying exam for JEE Advanced. It is a computer-based test that assesses students’ knowledge in three subjects: Physics, Chemistry, and Mathematics. The JEE Mains consists of two papers:
- Paper 1: This is for students aspiring to pursue a B.Tech/B.E. degree. It contains multiple-choice questions (MCQs) and numerical value-based questions from all three subjects.
- Paper 2: This is for students aspiring to pursue a B.Arch/B.Planning degree. It includes sections on Mathematics, Aptitude, and Drawing.
JEE Main 2025 Exam Pattern for Paper 1 (B.E/B.Tech)
| Particulars | Details |
| Exam Mode | Computer-based examination |
| JEE Main exam duration | 3 hours |
| Language of Examination | English, Hindi, Assamese, Bengali, Gujarati, Kannada, Marathi, Malayalam, Odisha, Punjabi, Tamil, Telugu, and Urdu. |
| Type of Questions | Multiple choice questions (MCQs)Questions with numerical values as answers |
| No. of Sections | There are three sections:MathematicsPhysicsChemistry |
| JEE Main Total questions | Mathematics: 25 (20+5) 5 Questions with answers as a numerical value. All 5 questions are compulsory.Physics: 25 (20+5) 5 Questions with answers as a numerical value. All 5 questions are compulsory.Chemistry: 25 (20+5) 5 Questions with answers as a numerical value. All 5 questions are compulsory.Total: 75 Questions (25 questions each) |
| How many marks in JEE Main | 300 Marks (100 marks for each section) |
| JEE Mains negative marking | MCQs: Four marks will be awarded for each correct answer and there will be a negative marking of one mark on each wrong answer.Questions with numerical value answers: Candidates will be given four marks for each correct answer and there will be a negative marking of 1 mark for each wrong answer. |
JEE Main 2025 Exam Pattern Paper 2
| Particulars | Details |
| Mode of Exam | Computer-based examination except for Drawing section in B.Arch (Pen & Paper based mode) |
| Language | English, Hindi, Assamese, Bengali, Gujarati, Kannada, Marathi, Malayalam, Odia, Punjabi, Tamil, Telugu, and Urdu. |
| Exam Duration | Three hours |
| No. of Sections | B.Arch (Paper 2A):Part 1 – MathematicsPart 2 – Aptitude testPart 3 – Drawing testB.Plan (Paper 2B):MathematicsAptitude testPlanning tests (MCQs) |
| Type of Questions | B.Arch -Mathematics: MCQs and questions with numerical value as answersAptitude- Multiple- choice questionsDrawing- Drawing aptitudeB.Planning-Mathematics- MCQs, and questions with numerical value as answersAptitude- MCQs (Multiple choice questions)Planning- MCQs (Multiple choice questions) |
| JEE Mains total questions | B.Arch: 75+2 (Drawing test) QuestionsB.Plan: 100 Questions |
| Total Marks in JEE Mains 2025 paper 2A | 400 Marks |
| JEE Mains Marking Scheme | MCQs: +4 marks for each correct answer and -1 mark for each wrong answer.Questions with numerical value answers: +4 marks for each correct answer and -1 for each wrong answer.Drawing Test: Two questions are evaluated out of 100 marks. |
2) JEE Advanced
JEE Advanced is the second stage of the examination, and only those students who qualify in JEE Mains are eligible to appear for it. The exam is conducted by one of the IITs on a rotating basis. Unlike JEE Mains, JEE Advanced is more challenging and focuses heavily on testing the depth of a student’s understanding of concepts. The exam is divided into two papers, Paper 1 and Paper 2, both of which are mandatory. These papers consist of MCQs, numerical answer type questions, and subjective-type questions that require a detailed understanding of the subjects.
| Features | Details |
| Mode of the examination | Computer-based examination |
| Medium of the examination | English and Hindi |
| Number of Papers | Two compulsory papers- Paper 1 and Paper 2 |
| Total time duration | 3 hours for each paper (4 hours for PwD candidates) |
| Number of sections | Both papers include 3 sections-Paper 1-PhysicsChemistryMathematics Paper 2-PhysicsChemistryMathematics |
| Total questions in JEE Advanced | 54 (18 questions in each subject) |
| Marking Scheme | The exam has a concept of full, partial and zero marks. |
Both JEE Mains and JEE Advanced test a student’s ability to solve problems, think analytically, and apply concepts in practical situations, making it essential for students to develop a strong conceptual foundation from both Class 11 and Class 12 syllabi.
Importance of Class 11 Syllabus in JEE
The Class 11 syllabus plays a crucial role in the preparation for JEE. It lays the foundation for the concepts and topics that will be covered in Class 12, and a solid understanding of these topics is necessary to perform well in JEE.
Foundation for Class 12 Topics: Many concepts from Class 11 are foundational and are built upon in Class 12. Topics such as mechanics in Physics, chemical bonding in Chemistry, and basic algebra in Mathematics are essential for understanding more advanced topics in Class 12. Without a strong grasp of the Class 11 syllabus, students may struggle with Class 12 topics.
Class 11 Important Chapters for JEE
Now let’s take a closer look at some of the important chapters from each subject in the Class 11 syllabus.
Physics
Physics is one of the most important subjects in JEE, and a strong understanding of Class 11 Physics is crucial for scoring well in the exam. The following topics are key for Class 11 Physics:
| Chapter | Concepts |
| Physics and Measurement | Physical quantity |
| System of unit | |
| Practical units | |
| Dimension, Frequency, angular frequency, angular velocity, velocity gradient,Work, Potential Energy, Kinetic Energy, Torque, Momentum, Impulse , Angular momentum, Angular impulse | |
| Dimensionless Quantities,Heat, Latent heat , Specific heat capacity and Temperature,Permittivity of free space and dielectric constant (k),Magnetic Field ,Permeability of free space, Magnetic flux and self inductance | |
| Application of Dimensional analysis (I)- To find dimension of physical constant,Application of Dimensional analysis (II)- To convert a physical quantity from one system to other,Application of Dimensional analysis (V)- As a research tool to derive new relations | |
| Significant figures | |
| Errors of measurements,Error in sum and Error in difference of two physical quantities,Error in product and Error in division of two physical quantities,Error in quantity raised to some power | |
| Work Energy and Power | Nature of Work Done |
| Work done by variable force | |
| Kinetic energy | |
| Potential energy, Potential energy curve | |
| Law of Conservation of Energy | |
| Power | |
| Types of collision | |
| Perfectly Elastic Head on Collision,Perfectly elastic oblique collision,Head on inelastic collision,Perfectly inelastic collision,Collision Between Bullet and Vertically Suspended Block | |
| Rotational Motion | Center of mass |
| Position of centre of mass for solid cone | |
| Motion of the centre of mass | |
| Equations of Linear Motion and Rotational Motion. | |
| Torque | |
| Moment of inertia of a Rod | |
| Moment of inertia for uniform rectangular lamina | |
| Parallel and Perpendicular Axis theorem | |
| Moment of inertia of a RING | |
| Moment of inertia of a DISC | |
| Moment of inertia of a SOLID SPHERE | |
| Angular Momentum | |
| Conservation Of angular momentum | |
| Properties of Solids and Liquids | Stokes’ law & Terminal Velocity |
| Surface energy | |
| Excess pressure inside a liquid drop & soap bubble | |
| Thermal stress and thermal strain | |
| Heat | |
| Basics of conduction | |
| Stress and it’s types | |
| Hooke’s law | |
| Work done in stretching a wire | |
| Rise of liquid in a capillary tube | |
| Variation of pressure | |
| Flow of fluids | |
| Equation of Continuity | |
| Applications of Bernoulli’s Theorem(I) | |
| Viscosity | |
| Kinetic theory of Gases | States of matter |
| Gas laws(I) | |
| Ideal gas equation | |
| Various types of speeds of ideal gases | |
| Kinetic energy of ideal gas | |
| Specific heat of a gas | |
| Mayer’s formula | |
| Experimental skills | To compare emf of two given primary cells using potentiometer |
| To measure the thickness of the given sheet using screw gauge | |
| To measure the diameter of small spherical cylindrical body using Vernier Callipers | |
| Kinematics | Vector addition and Vector Subtraction |
| Uniform circular motion | |
| Speed and velocity | |
| Kinematics graphs | |
| Equation of motions | |
| Projectile Motion | |
| Relative Velocity | |
| Laws of motion | Common forces in mechanics |
| Equilibrium of concurrent forces | |
| Newton’s First law of motion | |
| Newton’s Second and Third Law of motion | |
| Acceleration of Block on Smooth Inclined Plane | |
| Motion of Block in Contact | |
| Motion of blocks when connected with string | |
| Motion of connected blocks over pulley | |
| Rocket Propulsion | |
| Kinetic Friction | |
| Static Friction | |
| Acceleration of block against friction | |
| Centripetal Force and Centrifugal Force | |
| Spring Force | |
| Skidding of Vehicle on a Level Road | |
| Banking of Road | |
| Gravitation | Newton’s law of Gravitation |
| Acceleration due to gravity (g),Variation in ‘g’ due to height,Variation in ‘g’ due to Rotation of earth | |
| Gravitational field Intensity,Gravitational field due to Point mass | |
| Gravitational Potential due to Uniform solid sphere | |
| Gravitational Potential Energy (U) | |
| Work Done Against Gravity | |
| Kepler’s Laws of Planetary Motion | |
| Escape Velocity | |
| Orbital Velocity of Satellite | |
| Time period and energy of a satellite | |
| Oscillations and Waves | Spring System,Oscillations in combination of springs |
| Simple pendulum | |
| Propagation of sound wave | |
| General equation of travelling | |
| Standing longitudinal wave | |
| Sine wave travelling on string | |
| Speed of transverse wave on a string | |
| Beats | |
| Composition of two SHM- part 2 | |
| Damped Harmonic motion | |
| Doppler Effect | |
| Standing waves,Standing wave in a string fixed at both ends | |
| Energy in SHM | |
| Simple harmonic as projection of circular motion | |
| Simple harmonic motion,Equations of motions of SHM | |
| Terms associated with SHM | |
| Thermodynamics | Adiabatic process |
| Second Law of Thermodynamics | |
| Entropy | |
| Carnot Engine | |
| Cyclic and Non cyclic process | |
| Isobaric process | |
| Refrigerator or Heat Pump | |
| Introduction to Thermodynamics | |
| Thermodynamic variables and equation of state | |
| Heat, Internal energy and Work in Thermodynamics | |
| First law of Thermodynamics |
High-Weightage Topics in JEE Mains Physics (Class 11 Only)
| Chapter Name | Expected No. of Questions In JEE Mains | Relative Weightage |
| Kinematics | 2 | 11.76% |
| Work, Energy, and Power | 2 | 11.76% |
| Law of Motion | 2 | 11.76% |
| Centre Of Mass | 2 | 11.76% |
| Rotational Dynamics | 2 | 11.76% |
| Simple Harmonic Motion | 1 | 5.88% |
| Sound Waves | 1 | 5.88% |
| Elasticity | 1 | 5.88% |
| Error in Measurement | 1 | 5.88% |
| Circular Motion | 1 | 5.88% |
Chemistry
Chemistry is also an essential subject in the JEE exam, and students need to focus on both Physical Chemistry and Organic Chemistry to score well.
| Chapter Name | Important Topics |
| Some basic concepts in chemistry | Empirical Formula And Molecular Formula |
| MOLE CONCEPT AND MOLAR MASS | |
| Stoichiometry, Stoichiometric Calculations And Limiting Reagent | |
| Reactions in Solutions | |
| Atomic Structure | Photoelectric effect |
| Line spectrum of hydrogen | |
| Radius, velocity and the energy of nth Bohr orbital | |
| Debroglie wavelength | |
| Heisenberg’s uncertainty principle | |
| Quantum Numbers | |
| Aufbau Principle, Pauli Exclusion Principle and Hund’s Rule of Maximum Multiplicity | |
| Chemical Thermodynamics | Path, State Function, Types Of Process |
| Reversible, Irreversible, Polytropic Process | |
| Isothermal Reversible And Isothermal Irreversible | |
| Heat Capacity | |
| Thermochemistry And Enthalpy For Chemical Reaction | |
| Enthalpy Of Combustion,Enthalpy Of Dissociation, Atomisation And Phase Change | |
| Lattice Enthalpy, Hydration Enthalpy And Enthalpy Of Solution | |
| Hess’s Law | |
| Calculation Of Changes In S For Different Process | |
| Gibbs Energy And Change In Gibbs Energy,Spontaneity Criteria With Gibbs Energy (G) | |
| Redox Reaction and Electrochemistry | Oxidation Number and Oxidation State |
| Types of Redox Reactions | |
| Balancing of Redox Reaction: Ion Electrode Method,Balancing of Disproportionation Redox Reaction: Ion Electrode Method,Balancing of Redox Reaction: Oxidation Number Method | |
| Quantitative Aspect of Electrolytic Cell: Faraday’s First Law,Faraday’s Second Law | |
| Galvanic Cells | |
| Nernst Equation,Nernst Equation for Full Cell,Equilibrium Constant Through Nernst Equation | |
| Molar and Equivalent Conductance,Molar Conductance at Infinite Dilution | |
| Kohlrausch’s Law | |
| General Principle and process of Isolation of metals | Froth Floatation Process |
| Leaching: Chemical Method | |
| Conversion of ore into oxide – Calcination and Roasting | |
| Electrolytic Refining,Vapour Phase Refining | |
| Some Basic Principles of Organic Chemistry | Functional Group |
| IUPAC Nomenclature – 1 | |
| Carbocations | |
| Carbanions | |
| Alkyl Free Radicals | |
| Nucleophiles and Electrophiles | |
| Inductive Effect | |
| Mesomeric or Resonance Effect | |
| Principles Related to Practical Chemistry | Preliminary Test with Dilute Sulphuric Acid (Systematic Analysis of Anions): |
| Analysis of Cations | |
| Chemical Bonding and Molecular Structure | Lewis Representation of Simple Molecules (Lewis Structure) |
| Limitations of The Octet Rule | |
| Bond Parameters: length, angle, energy, strength | |
| Fajan’s Rule and Covalent Character in Ionic Bond | |
| Pi (p-p) and Pi (p-d) bonding | |
| How to Find Hybridisation | |
| VSEPR (Valence Shell Electron Pair Repulsion) Theory | |
| Shapes of Molecules | |
| Dipole Moment | |
| Hydrogen Bonding | |
| Classification of Elements and Periodic table | Long form of Modern periodic table |
| Classification of Elements : s-block | |
| Atomic Radius of Elements,Variation of Atomic Radii and ionic radii | |
| Ionisation Enthalpy of Ionisation Potential | |
| Electron Gain Enthalpy or Electron Affinity | |
| Electronegativity | |
| Physical Properties of Elements,Chemical Properties of Elements | |
| Equilibrium | Types of Equilibrium Constant |
| Le Chatelier’s principle,Le Chatelier’s principle | |
| Bronsted Lowry and Lewis Acid-Base theory | |
| pH of Solutions: Strong Acids,pH of Solutions: Weak Acids,pH of solution/mixture | |
| pH of weak acid + strong acid | |
| Types of Buffers,Calculating pH of a Buffer Solution(acidic),Working of Acidic Buffer,Basic Buffers | |
| Solubility and Solubility Product | |
| Hydrogen | Preparation of Dihydrogen,Uses of Hydrogen |
| Water: Structure of Water and Ice, Heavy Water | |
| Hard and Soft Water | |
| Chemical Properties of H2O2 | |
| Preparation of Alkanes(Reduction of Alkenes/Alkynes) | |
| Physical Properties | |
| Hydrocarbons | Chemical Properties(Free Radical Reaction, Chlorination, Nitration and sulphonation),Chemical Properties (Combustion, Catalytic Oxidation, Isomerisation, Aromatisation and Pyrolysis) |
| Reduction of Alkynes to Alkenes | |
| Markovnikov and Anti-markovnikov Reaction | |
| Hydrohalogenation and Halogenation of Alkynes | |
| p- Block Elements | Physical Properties of Group 13,Physical Properties of Group 13 – 1,Physical Properties of Group 13 – 2 |
| Chemical Properties of Group 13 | |
| Borax | |
| Group 14 (Carbon Family): Physical Properties – 2 | |
| Allotropic Form of Carbon(Diamond),Allotropic Form of Carbon(Graphite) | |
| Silicates – 1,Silicates – 2 | |
| SiO2 | |
| Silicones | |
| Group 15 – Physical and Chemical Properties | |
| Ammonia(NH3) | |
| Phosphine and Phosphorus Chloride | |
| Group 16: Oxygen Family – Physical Properties,Chemical Properties – 1,Chemical Properties – 2 | |
| Oxides | |
| Interhalogen Compounds | |
| General properties of Hydrides of Group 17 | |
| Chlorine(Cl2) | |
| Important Compounds of Xenon |
High-Weightage Topics in JEE Mains Chemistry (Class 11 Only)
| Chapters | Expected No. of Questions In JEE Mains | Relative Weightage |
| Atomic Structure | 2 | 13.33% |
| Chemical Bonding | 2 | 13.33% |
| Chemical And Ionic Equilibrium | 2 | 13.33% |
| Thermodynamics & the Gaseous State | 2 | 13.33% |
| Mole Concept | 1 | 6.67% |
| Redox Reactions | 1 | 6.67% |
| Solution & Colligative Properties | 1 | 6.67% |
Mathematics
| Chapter Name | Important Topics |
| Sets, Relations and Functions | Subsets, Proper Subset, Improper Subset, Intervals |
| Union of sets, Properties of union | |
| Intersection of Set, Properties of Intersection | |
| Cardinal number of some sets | |
| Domain, Range of Relation | |
| Reflexive, Symmetric and Transitive relation,Equivalence relation | |
| Functions, Image and Preimage | |
| Piecewise function | |
| One – One Function(injective) | |
| Onto Function or Surjective | |
| Into Function, Bijective function, Equality of function | |
| Composition of function, Condition for Composite Function, Property of Composite Function | |
| Even and Odd Function | |
| Complex numbers and quadratic equations | Iota and powers of Iota |
| Complex number | |
| Conjugate of complex numbers and their properties | |
| Modulus of complex number and its Properties | |
| Euler form of complex number,Properties of argument of a complex number | |
| Square root of complex numbers, solution of complex equation | |
| Distance formula, Equation of perpendicular bisector | |
| Nature of Roots,Relation Between Roots and Coefficient of Quadratic Equation | |
| Permutations and combinations | PERMUTATION AS AN ARRANGEMENT |
| APPLICATION OF PERMUTATION-I | |
| CIRCULAR PERMUTATIONS,DIFFERENT CASES OF GEOMETRICAL ARRANGEMENTS | |
| RANK OF A WORD IN A DICTIONARY | |
| INTRODUCTION OF COMBINATIONS | |
| APPLICATIONS OF SELECTIONS -II | |
| FINDING NUMBER OF SOLUTIONS OF EQUATIONS,FINDING NUMBER OF SOLUTIONS OF EQUATIONS (Special Case) | |
| Binomial theorem and its simple applications | Binomial Theorem and Expression of Binomial Theorem,Properties of Binomial Theorem and Binomial Coefficient (Part 1),Properties of Binomial Theorem and Binomial Coefficient (Part 2) |
| Some Standard Expansions (Part 2) | |
| General Term of Binomial Expansion,Middle Term | |
| Series Involving Binomial Coefficients | |
| Important Results of Binomial Theorem for any Index | |
| Sequence and series | Sequences, Series and Progression |
| Arithmetic Progression,Important Properties of an AP -Part 1,Important Properties of an AP -Part 2 | |
| Sum of n terms of an AP | |
| Arithmetic Mean | |
| Geometric Progression | |
| Geometric Mean | |
| Sum of n-term of a GP | |
| Harmonic Progression | |
| Harmonic Mean | |
| Sum of an infinite AGP | |
| Summation by Sigma Operator | |
| Sum of Common Series – (Part 1),Sum of Common Series (Part-2),Sum of Common Series (Part 3) | |
| Limit , continuity and differentiability | Algebra of Limits |
| Limit of Indeterminate Form and Algebraic limit | |
| Limit of Algebraic function,Algebraic Function of type ‘infinity/infinity’ | |
| Trigonometric Limits | |
| Exponential Limits,Logarithmic Limits | |
| Limits of the form (1 power infinity) | |
| L’ Hospital’s Rule | |
| DIFFERENTIATION | |
| Derivative of the Trigonometric Function (csc/sec/cot) | |
| Rules of Differentiation (Chain Rule) | |
| Differentiation of Function in Parametric Form | |
| Differentiation of a Function wrt Another Function and Higher Order derivative of a Function | |
| Continuity | |
| Directional Continuity and Continuity over an Interval | |
| Differentiability and Existence of Derivative | |
| Examining Differentiability Using Differentiation and Graph of Function | |
| Derivative as Rate Measure | |
| Slope and Equation of Normal | |
| Angle of Intersection of Two Curves | |
| Length of Tangent, Normal, Subtangent and subnormal | |
| Rolle’s Theorem,Lagrange’s Mean Value Theorem | |
| Monotonicity (Increasing and Decreasing Function) | |
| Maxima and Minima of a Function | |
| Coordinate geometry | Coordinate Axes |
| Distance between two points | |
| Section Formula | |
| Centroid | |
| Incentre | |
| Circumcentre and Orthocentre | |
| Area of Triangle | |
| Locus and its Equation | |
| Straight Line | |
| Equation of Straight Line (Part 1),Equation of Straight Line (Part 2),Normal and Parametric form of a line | |
| Angle between two straight line | |
| Line parallel and perpendicular to a given line | |
| Distance of a Point From a Line | |
| Point of intersection of two lines | |
| Family of Lines | |
| Equation of the Bisectors | |
| Circle(Definition) | |
| Diametric Form of a Circle | |
| Different Form of the Equation of the Circle | |
| Position of a Point With Respect to Circle | |
| Line and Circle | |
| Equation of the Tangent in Point Form | |
| Intersection of Two Circle | |
| Family of Circles | |
| Angle of Intersection of Two Circle | |
| Introduction to Conic Section | |
| Parabola,Length of the Latus rectum and parametric form,Other Form of Parabola,General equation of Parabola | |
| Tangents of Parabola in Point Form,Tangents of Parabola in Slope Form | |
| What is Ellipse? | |
| Length of Latusrectum | |
| Parametric equation of Ellipse | |
| Horizontal and Vertical Ellipse | |
| Length of Latusrectum and Parametric Equation of Hyperbola,Conjugate Hyperbola | |
| Position of a point with respect to Hyperbola | |
| Equation of Tangent of Hyperbola in Point Form,Equation of Tangent of Hyperbola in Parametric Form and Slope Form | |
| Rectangular Hyperbola | |
| Three Dimensional Geometry | Equations for a Line in Space |
| Shortest Distance between Two Lines | |
| Equation of a plane in normal form | |
| Equation of a plane perpendicular to a given vector and passing through a given point | |
| Equation of a Plane Passing Through a Given Point and Parallel to Two Given Vectors | |
| Family of Plane | |
| Distance of a Point From a Plane | |
| Image of a Point in the Plane | |
| Equation of The Plane Bisecting the Angle Between Two Planes | |
| Line of Intersection of Two Plane and Angle Between a Line and a Plane,Intersection of Line and Plane | |
| Coplanarity of Two Lines | |
| Statistics and Probability | Mean,Median,Mode,Central Values |
| Dispersion (Range, Mean Deviation) | |
| Dispersion (Variance and Standard Deviation) | |
| Important Terminologies and Definitions of Probability | |
| Algebra of Events | |
| Set Theoretical Notations of Probability | |
| Conditional Probability | |
| Independent Event | |
| Total Probability Theorem and Bayes’ Theorem | |
| Random Variables and its Probability Distributions | |
| Bernoulli Trials and Binomial Distribution | |
| Trigonometry | Trigonometric Ratio for Compound Angles (Part 1),Trigonometric Ratio for Compound Angles (Some more Result) |
| Measurement of Angle | |
| Trigonometric Functions of Acute Angles | |
| Trigonometric Identities | |
| Double Angle Formula and Reduction Formula | |
| Half Angle Formula | |
| Trigonometric Equations,General Solution of some Standard Equations (Part 1) | |
| Cosine Rule | |
| Height and Distance | |
| Inverse Trigonometric Function | |
| Domain and range of Inverse Trigonometric Function (Part 1) | |
| Complementary Angles | |
| Multiple angles in terms of arctan and arccos |
High-Weightage Topics in JEE Mains Mathematics (Class 11 Only)
| Chapter Name | Expected No. of Questions In JEE Mains | Relative Weightage |
| Sequences & Series | 2 | 13.33% |
| Straight Lines | 2 | 13.33% |
| Sets | 1 | 6.67% |
| Permutations & Combinations | 1 | 6.67% |
| Probability | 1 | 6.67% |
| Complex Numbers | 1 | 6.67% |
| Binomial Theorem | 1 | 6.67% |
| Limits | 1 | 6.67% |
| Trigonometric Equations | 1 | 6.67% |
| Quadratic Equations | 1 | 6.67% |
| Statistics | 1 | 6.67% |
JEE Preparation Tips for Class 11 Syllabus
1) Understand the Concepts: The Class 11 syllabus forms the foundation for both JEE Mains and Advanced. Focus on building a strong understanding of concepts rather than memorizing formulas. Clear concepts will make it easier to solve complex problems.
2) Make a Study Plan: Time management is key to effective preparation. Create a study timetable that covers all subjects and topics. Allocate time for each chapter based on its weightage and difficulty level.
3) Practice Regularly: Practice is essential in JEE preparation. Solve a variety of problems from each chapter to develop problem-solving skills and speed. Use previous year papers to familiarize yourself with the exam pattern and types of questions.
4) Take Mock Tests: Regularly taking mock tests will help you simulate the exam environment, improve time management, and identify areas where you need to improve. It is important to analyze your mock test results to focus on weaker areas. A good option is Phodu Club’s JEE Main Test Series. Their series offers a variety of mock tests and helps you practice with questions that are designed to challenge and refine your skills, enhancing your preparation.
5) Revise Frequently: Regular revision is crucial to retaining concepts. Set aside time each week to review what you’ve learned. This will reinforce your knowledge and keep you from forgetting important topics.
6) Stay Consistent and Focused: Consistency is key to success in JEE. Stay committed to your study schedule, avoid distractions, and maintain a steady pace. Balance your studies with breaks to avoid burnout.
Conclusion
The Class 11 syllabus forms the cornerstone of JEE preparation, laying the foundation for all advanced concepts covered in JEE Mains and JEE Advanced. It is crucial for students to focus on the important chapters in Physics, Chemistry, and Mathematics, as these topics are extensively tested in both exams. Understanding the fundamentals in these subjects will not only help in JEE but also in other competitive exams.
Effective preparation strategies, such as creating a structured study plan, practicing regularly, and revising key concepts, play a significant role in mastering the Class 11 syllabus. Students should prioritize topics that carry more weight in the exams while ensuring they have a solid grasp of basic concepts.
Consistency in study, regular problem-solving, and taking mock tests are key to improving speed and accuracy. With strong dedication and focused effort, students can confidently build the skills necessary to excel in JEE Mains and JEE Advanced.
