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The official notification from the Consortium of Medical, Engineering, and Dental Colleges of Karnataka mentions the COMEDK UGET syllabus for 2025. Applicants taking the exam are advised to review the COMEDK syllabus 2025 for preparation purposes. The COMEDK UGET syllabus includes important topics and chapters from previous exams. Referring to the COMEDK UGET syllabus 2025 also assists candidates in developing an effective strategy to pass the exam with a high score. Reading the COMEDK 2025 syllabus also helps candidates understand the exam structure. Referring to the COMEDK syllabus allows candidates to evaluate their preparations.
The official notification from the Consortium of Medical, Engineering, and Dental Colleges of Karnataka includes information about the COMEDK UGET exam pattern. Those who want to ace the exam need to be well-versed in the COMEDK syllabus 2025. Applicants can use the COMEDK mock exams and previous year's papers for assistance. The three-hour COMEDK 2025 exam will be conducted online. The COMEDK exam will consist of 180 questions in total. According to the COMEDK marking scheme, each right response will receive one mark, and negative marking is not available. Examine the comprehensive COMEDK pattern.
|
Section |
Questions |
Duration |
|
Physics |
60 |
60 |
|
Chemistry |
60 |
60 |
|
Mathematics |
60 |
60 |
|
Total |
180 |
180 |
|
Topics |
Chapters |
|
Oscillation |
Heating Effects of Current Electric Power Simple Concept of Thermo-Electricity Seebeck Effect and Thermocouple Chemical Effect of Current Faraday’s Laws of Electrolysis |
|
Heat & Thermodynamics |
Thermal Expansion of Solids Liquids and Gases and their Specific Heats Relationship between Cp and Cv for Gases First Law of Thermodynamics Thermodynamic Processes Second Law of Thermodynamics Carnot Cycle Efficiency of Heat Engines |
|
Electrostatics |
Electric Charge – its unit and conservation Coulomb's Law Dielectric Constant Electric Field Lines of Force Field due to Dipole and its behavior in a uniform electric field. Electric Flux Gauss’s Theorem and its applications Electric Potential, Potential due to a Point Charge. Conductors and Inductors Distribution of Charge on Conductors Capacitance Parallel Plate Capacitor Combination of Capacitors Energy of Capacitor |
|
Thermal and Chemical effects of currents |
Heating Effects of Current Electric Power Simple Concept of Thermo-Electricity Seebeck Effect and Thermocouple Chemical Effect of Current Faraday’s Laws of Electrolysis |
|
Current & Electricity |
Electromagnetic induction and alternating currents |
|
Physical world & measurement |
Kinetic Energy A |
|
Alternating Current |
Description of motion in two and three-dimensions |
|
Motion |
Scalars and Vectors Vector Addition Real Number Zero Vector and its Properties Resolution of Vectors Scalar and Vector Products Uniform Circular Motion and its Applications Projection Motion |
The Chemistry section of the COMEDK UGET syllabus will include questions on the topics listed below.
|
Topics |
Chapters |
|
Environmental Chemistry |
Environmental Pollutants: Soil, Air and Water Major Atmospheric Pollutants: Acid Rain, Ozone and its Reactions causing Ozone Layer Depletion, Effects of the Depletion of Ozone Layer, Industrial Air Pollution. |
|
Chemical reactions and Kinetics |
Rate of Reaction Instantaneous Rate of Reaction and Order of Reaction Factors Affecting Rates of Reactions – Factors Affecting Rate of Collisions Encountered Between the Reactant Molecules, Effect of Temperature on the Reaction Rate, Concept of Activation Energy Catalyst. Effect of Light of Rates of Reactions. Elementary Reactions as Steps to more Complex Reactions. How Fast are Chemical Reactions? Rate Law Expression Order of a Reaction Units of Rates and Specific Rate Constant Order of Reaction and Effect of Concentration Temperature Dependence of Rate Constant Fast Reactions Mechanism of Reaction Photochemical Reactions |
|
Nuclear chemistry |
Nature of Radiation from Radioactive Substances Nuclear Reactions: Radioactive Disintegration Series Artificial Transmutation of Elements Nuclear Fission and Nuclear Fusion Isotopes and their Applications Radio Carbon Dating |
|
Polymers |
Synthetic and Natural Polymers Classification on Polymers Natural and Synthetic Polymers Important Uses of Teflon, PVC, Polystyrene, Nylon-66, Terylene, Bakelite |
|
Transition metals including lanthanides |
Chemistry of representative elements |
|
Chemistry in action |
Dyes Chemicals in Medicines (antipyretic, analgesic, antibiotics & tranquilizers) Rocket Propellants (Structural Formulae Non - Evaluative) |
|
Coordination chemistry and organometallics |
Coordination Compounds Nomenclature: Isomerism in Coordination Compounds, Bonding in Coordination Compounds, Werner’s Coordination Theory Applications of Coordination Compounds |
|
Biomolecules |
Cell and Energy Cycle Carbohydrates: Carbohydrates, Mono-saccharides, Saccharides, Poly-saccharides, Amino Acid Peptides – Structure and Classification Proteins and Enzymes – Structure of Proteins, Role of Enzymes. |
|
Chemistry of carbon compounds |
Electrochemistry |
The following topics will be covered in the mathematics portion of the COMEDK syllabus 2025 exam:
|
Topics |
Chapters |
|
3D Geometry |
Coordinates of a Point in Space Distance Between Two Points Section Formula Direction Ratios and Direction Cosines Angle between Two Intersecting Lines Skew Lines – The Shortest Distance between them and its Equation. Equations of a Line and a Plane in Different Forms: Intersection of a Line and a Plane, Coplanar Lines, Equation of a Sphere, Its Centre and Radius. Diameter form of the Equation of a Sphere. |
|
Vectors and three-dimensional geometry |
Vectors and Scalars Addition of Vectors Components of a Vector in Two Dimensions and Three-Dimensional Space Scalar and Vector Products Scalar and Vector Triple Product Application of Vectors to Plane Geometry |
|
Circles |
Standard Form of Equation of a Circle General Form of Equation of a Circle, its radius and centre Equation of a Circle when the End Points of a Diameter are Given. Points of Intersection of a Line and a Circle with the Centre at the Origin and Conditions for a Line to be Tangent to the Circle Equation of the Tangent Equation of a Family of Circles through the Intersection of Two Circles Condition for Two Intersecting Circles to be Orthogonal. |
|
Differential calculus |
Polynomials, Rational, Trigonometric, Logarithmic and Exponential Functions Inverse Functions Graphs of Simple Functions Limits Continuity: Differentiation of the Sum, Difference, Product and Quotient of Two Functions Differentiation of Trigonometric, Inverse Trigonometric, Logarithmic, Exponential, Composite and Implicit Functions, Derivatives of Order Upto Two. Applications of Derivatives: Rate of Change of Quantities, Monotonic Increasing and Decreasing Functions, Maxims and Minimum Functions of One Variable, Tangents and Normals, Rolle’s and Lagrange’s Mean Value Theorems. |
|
Probability |
Probability of an Event Addition and Multiplication Theorems of Probability and their Application Conditional Probability: Bayes Theorem Probability Distribution of a Random Variate Binomial and Poisson Distributions and their Properties. |
|
Matrices and determinants |
Determinants and Matrices of Order Two and Three Properties of Determinants Evaluation of Determinants Area of Triangles Using Determinants Addition and Multiplication of Matrices Adjoint and Inverse of Matrix Test of Consistency and Solution of Similar Linear Equations using Determinants and Matrices. |
|
Differential equations |
Differential Equations, Ordinary Differential Equation – Their Order and Degree Formation of Differential Equations Solution of Differential Equations by the Method of Separation of Variables. Solution of Homogeneous and Linear Differential Equations and those of type d2y = f(x) dx2. |
|
Exponential and logarithmic series |
Definite integral |
|
Integral calculus |
Coordinate geometry |
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