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KEAM Syllabus 2022 Download PDF Engineering Medical Architecture Exam Pattern

Kerala Engineering Architecture Medical Examination (KEAM) Syllabus 2022 Exam Pattern Download PDF Entrance Exam

KEAM Syllabus 2022 Exam Pattern Engineering Architecture Medical Entrance Exam Kerala: According to the advertisement issued on behalf of the Office of the Commissioner for Entrance Examination Kerala, the entrance examination KEAM 2022 will be conducted to select the candidates for the admission to the courses in various discipline like Engineering / Architecture / Pharmacy / Medical/ Agriculture / Forestry / Fisheries in the 2020-19 academic session. Candidates who are preparing for the exam must know the KEAM Syllabus 2022 well for Engineering Medical Architecture entrance examination in Kerala for 2022. The date of conducting the Engineering Entrance Examination is 23.04.2022 (Paper-I) and 24.04.2020 (Paper-II) from 10am to 12.30pm respectively. So as the exam is nearing, candidates must use this time efficiently and follow the KEAM Syllabus 2022 to prepare accordingly.

Important Links of KEAM 2022

Notification & Application Form Eligibility Criteria

Admit Card & Exam Date

KEAM Exam Details 2022

No of Question Each paper will have 120 Questions.
Question TypeMCQ
DurationEach Paper will be of 2 Hour 30 Minutes.
Total Marks480 Marks
Negative MarkingFor Incorrect response, 1 mark will be deducted.

KEAM Syllabus 2022

CourseSubjects
KEAM Syllabus for Engineering and ArchitecturePhysics, Chemistry, Mathematics
KEAM Pharmacy SyllabusPhysics, Chemistry

Detailed syllabus of the KEAM 2022 :

The Kerala Engineering, Architecture and Medical Courses (KEAM) Entrance Examination 2020 will contain 2 Papers.

Paper-I Syllabus

It will be MCQ based test and contain questions from Physics and Chemistry.

Physics Syllabus Download
  • Introduction and Measurement
  • Description of Motion in one dimension
  • Description of Motion in two and three dimensions
  • Laws of Motion
  • Work, Energy and Power
  • Motion of System of Particles and Rigid Body Rotation
  • Gravitation
  • Mechanics of Solids and Fluids
  • Heat and Thermodynamics
  • Oscillations
  • Waves
  • Electrostatics
  • Current Electricity
  • Magnetic Effect of Current and Magnetism
  • Electromagnetic Waves
  • Optics
  • Dual nature of Matter and Radiations
  • Atomic Nucleus
  • Solids and Semiconductor Devices
  • Principles of Communications
Chemistry Syllabus Download
  • Basic Concepts and Atomic Structure
  • Bonding and Molecular Structure
  • States of Matter
  • Periodic properties of Elements and Hydrogen
  • Block Elements and principles of Metallurgy
  • Block elements
  • D-Block and F-Block Elements
  • Thermodynamics
  • Chemical Equilibrium
  • Solutions
  • Redox Reactions and Electrochemistry
  • Chemical Kinetics
  • Surface Chemistry
  • Coordination Compounds and Organometallics
  • Basic Principles, Purification and Characterisation of Organic Compounds
  • Hydrocarbons
  • Organic Reaction Mechanism
  • Stereochemistry
  • Organic Compounds with Functional groups containing Halogens
  • Organic Compounds with Functional groups containing Oxygen
  • Organic Compounds with Functional groups containing Nitrogen
  • Polymers and Biomolecules
  • Environmental Chemistry and Chemistry in everyday life

Paper -II Syllabus

This test will contain questions from Mathematics.

Mathematics Syllabus

ALGEBRA

  • Sets, Relations and Functions
  • Complex Numbers
  • Quadratic Equations
  • Sequences and Series
  • Permutations, Combinations, Binomial Theorem and Mathematical Induction
  • Matrices and Determinants
  • Linear Inequations
  • Mathematical Logic and Boolean Algebra

TRIGONOMETRY:

  • Trigonometric functions and Inverse Trigonometric functions

GEOMETRY:

  • Cartesian system of rectangular coordinates
  • Lines and family of lines
  • Circles and family of circles
  • Conic sections
  • Vectors
  • Three Dimensional Geometry

STATICS:

  • Statistics and Probability

CALCULUS:

  • Functions, Limits and Continuity
  • Differentiation
  • Application of Derivatives
  • Indefinite Integrals
  • Definite Integrals
  • Differential Equations

Visit official website for more details.

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