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Re: How To Prepare For IPU CET
As per your concern I will get the Indraprastha University Common Entrance Test syllabus and will also suggest you some tips, so that I can start preparing. Here are some tips Before starting your exam preparation, create a study plan for your preparation. Divide your time equally for all the sections as per your course. Make a proper time-table and prepare accordingly. Study for at least six to seven hours a day Practice only from those books which almost cover the entire syllabus of the exam. You should practice mock tests daily and while solving the questions always keep in mind that you have only some limited time to solve the mock test. Here is the syllabus Physics Physics and Measurement. Kinematics. Laws of Motion. Work, Energy and Power. Motion of System of Particles and Rigid Body. Gravitation. Properties of Bulk Matter. Thermodynamics. Behaviour of Perfect Gas and Kinetic Theory. Oscillations and Waves. Electrostatics. Current Electricity. Magnetic Effects of Current and Magnetism. Electromagnetic Induction and Alternating Currents. Electromagnetic Waves. Optics. Dual Nature of Matter and Radiation. Atoms and Nuclei. Electronic Devices. Communication System. Chemistry Chemical Arithmetic & Atomic Structure. Chemical Equilibrium. Chemical Kinetics. Solutions. Chemical Thermodynamics. Redox Reactions and Electrochemistry. Solid State & States of Matter. Surface Chemistry. Classification of Elements and Periodicity in Properties. Chemical Bonding and Molecular Structure. Chemistry of Representative Elements. Transition Elements Including Lanthanides. Nomenclature and Basic Concepts in the Organic Chemistry. Hydrocarbons. Organic Chemistry Based On Functional Group-I. Organic Chemistry Based On Function Group-II. Organic Chemistry Based On Functional Group-III. Co-Ordination Chemistry and Organometallics. Molecules of Life. Polymers. Mathematics Sets, Relations and Functions. Complex Numbers, Linear In equation, Linear Programming. Sequence and Series, Permutation and Combinations. Trigonometric and Inverse Trigonometry Functions. Matrices and Determinants. Limit Continuity and Differentiation. Integration and Differential Equations. Straight Lines and Conic Sections. Statistics and Probability. Vectors and Three-Dimensional Geometr |
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