KEAM Exam Pattern 2023– CEE, Kerala will release the exam pattern of KEAM 2023 along with the official notification. KEAM 2023 exam pattern will be available at official website, cee.kerala.gov.in. Aspirants can check the details of marking scheme, test duration, question type and more in the KEAM exam pattern. KEAM 2023 exam pattern helps candidates in preparing for the test in a strategic way. Read the article to get complete details of KEAM exam pattern 2022 here-
KEAM 2023 will be held in May 2022 for admission to various UG courses including Engineering, MBBS, BDS, Agriculture, Forestry, Ayurveda, Homoeopathy, Siddha, Architecture, B.Pharm, Unani, Veterinary, and Fisheries.
KEAM Exam Pattern 2023
- KEAM 2023 is a pen-paper based or offline test.
- There will be two papers – Paper I and Paper II and each paper will be of 2 hours 30 minutes test duration.
- For each wrong answer, -1 mark will be deducted however, for each correct answer, +4 mark will be awarded.
- There will be 120 Multiple Choice Questions in KEAM 2023.
- The language of the test will be English only.
- The total marks of the paper will be 960 Marks.
KEAM 2023 Examination Pattern
Paper | Subjects | No. of Questions | Total Marks |
Paper I | Chemistry & Physics | 120 | 480 |
Paper II | Mathematics | 120 | 480 |
Total | 240 |
KEAM 2023 Marking Scheme
KEAM question paper is designed as per the paper pattern of KEAM 2023. To get good scores, candidates should avoid the negative marks and the only way to achieve that is by following the correct marking scheme.
- +4 marks will be awarded to each correct answer
- For each incorrect response, -1 mark will be deducted.
- No marks will be deducted for unanswered questions.
KEAM 2023 Syllabus
Chemistry | Physics | Mathematics |
Basic Concepts and Atomic Structure | Introduction & Measurement | Sets, Relation & Functions |
Periodic Properties of Elements & Hydrogen | Laws of Motion | Sequence & Series |
D-Block & F-Block Elements | Gravitation | Linear Inequations |
Solutions | Oscillations | Cartesian System of Rectangular Coordinates |
Surface Chemistry | Current Electricity | Conic Sections |
Hydrocarbons | Electromagnetic Waves | Statistics & Probability |
Organic Compounds With Functional Groups Containing Halogens | Atomic Nucleus | Application of Derivatives |
Polymers & Biomolecules | Description of Motion in One Dimension | Differential Equations |
Bonding and Molecular Structure | Work, Energy & Power | Complex Numbers |
S-Block Elements & Principles of Metallurgy | Mechanics of Solids & Fluids | Permutations, Combinations and Binomial Theorem & Mathematical Induction |
Thermodynamics | Waves | Mathematical Logic & Boolean Algebra |
Redox Reaction & Electrochemistry | Magnetic Effect of Current & Magnetism | Lines & Family of Lines |
Coordination Compounds & Organometallics | Optics | Vectors |
Organic Reaction Mechanism | Solids & Semiconductor Devices | Functions, Limits & Continuity |
Organic Compounds With Functional Groups Containing Oxygen | Description of Motion in Two & Three Dimension | Indefinite Integrals |
Environmental Chemistry & Chemistry in Everyday Life | Motion of System of Particles & Rigid Body Rotation | 3D Geometry |
States of Matter | Heat & Thermodynamics | Quadratic Equations |
P-Block Elements | Electrostatics | Matrices & Determinants |
Chemical Equilibrium | EMI & Alternating Current | Trigonometric Functions & Inverse Trigonometric Functions |
Chemical Kinetics | Dual Nature of Matter & Radiations | Circles & Family of Circles |
Basics Principles, Purification & Characterization of Organic Compounds | Principles of Communications |
KEAM 2023 Recommended Books
Books for Physics | ||
1 | Concepts of Physics Part 1nd 2 | HC Verma |
2 | Problems In GENERAL PHYSICS | I.E. Irodov |
3 | Science For Everyone : Aptitude Test Problem In Physics | S.S. Krotov |
Books for Chemistry | ||
4 | Organic Chemistry | Morrison Boyd |
5 | Inorganic Chemistry | O.P. Tandon |
6 | Concise Inorganic Chemistry | J.D. Lee |
7 | Numerical Chemistry | P.Bahadur |
Books for Mathematics | ||
8 | Golden Differential Calculus | N.P Bali |
9 | Problems Plus in IIT Mathematics | A Das Gupta |
10 | Class XI and XII Mathematics | R.D. Sharma |
11 | Higher Algebra | Hall and Knight |
12 | Trigonometry, Geometry Books | S.L. Loney |
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