CG PET Syllabus 2018

Juhee Prasad Updated On: 20 Aug, 2018 16:57 IST

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15 Mar, 2018

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CG PET 2018 Syllabus

CG PET 2018 syllabus covers all the topics/sub-topics that candidates must study for clearing the entrance exam. By going through the CG PET 2018 syllabus, candidates can get a thorough understanding of what needs to be prepared for the entrance test. CG PET 2018 syllabus is based on the topics covered in class 12. The questions asked in CG PET 2018 are from Physics, Chemistry, and Mathematics.

Subject-wise Syllabus of CG PET 2018

Subjects

Topics

Physics

Measurement, Work energy and Power, Electron, Photon and Radio activity, Semiconductor, Kinematics, Force and laws of motion, Rotational motion and moment of inertia, Gravitation, Properties of solid and fluids, Oscillations, Magnetism, Current electricity, Heat and thermodynamics, Light, Waves, Electrostatics, Current electricity, Effect of electric current, Electromagnetic induction and alternating current, Measurement, Work energy and Power, Electron, Photon and Radioactivity, Semiconductor, Kinematics, Force and laws of motion, Rotational motion and moment of inertia, Gravitation, Properties of solid and fluids, Oscillations, Magnetism, Current electricity, Heat and thermodynamics, Light, Waves, Electrostatics, Current electricity, Effect of electric current, Electromagnetic induction and alternating current

Chemistry

Principle of Metallurgical Operations, Comparative study of elements, Atomic structure, Solutions, Chemical bond, Nuclear chemistry, Ionic equilibrium, Chemical equilibrium, Thermodynamics and Thermo-chemist, Electrochemistry, Chemical Kinetics, Organic Compounds based on functional group consisting nitrogen, Chemical Periodicity, Co-ordination compound, Transitions Metals, Chemical Analysis, Chemistry of Hydrocarbon, Chemistry in daily life, Biomolecules, Organic compounds – containing organic oxygen, Solid state

Mathematics

Algebra, Information technology, and numerical methods, Co-ordinate geometry of 3 dimensions, Trigonometry, Differential equations, Integral calculus, Statistics, Differential calculus, Vector Algebra, Numerical Method and Information Technology

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