#1
June 19th, 2016, 09:43 AM
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SRMEEE Total Marks
Hello sir I want to apply for the SRMEEE exam so want to know about the Total No. of Questions and Marks so please tell me ??
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#2
June 19th, 2016, 10:00 AM
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Re: SRMEEE Total Marks
As you are demanding for the Total No. of Questions and Marks of SRMEEE exam so here are the details About SRMEEE or SRM University Entrance Exam is an All-India level entrance examination directed for SRM University Admission to B.Tech, M.Tech, MBA, MCA, Medicine and Health Science courses of study. SRMEEE 2016 Paper Pattern The SRMEEE 2016 Paper Pattern will comprise a total of 4 segments and 140 questions with 35 questions for each segment. Subjects No. of Questions Marks Physics 35 105 Chemistry 35 105 Mathematics 35 105 Biology 35 105 Total 105 315 SRMEEE 2016 Syllabus Following are the subjects included in SRMEEE 2015 Syllabus:- SRMEEE 2016 Physics Syllabus:- Units and Measurement Mechanics Gravitation, Mechanics of Solids and Fluids Oscillations and Wave Motion Heat and Thermodynamics Ray and Wave Optics and Magnetism Electricity and Magnetism Atomic Physics and RelatiSRMy Dual Nature of Matter and Nuclear Physics Electronics and Communication SRMEEE 2016 Chemistry Syllabus:- Some Basic Concepts in Chemistry States of Matter Chemical Families–Periodic Properties Atomic Structure Chemical Bonding and Molecular Structure Chemical Energetics Chemical Thermodynamics Solutions Chemical Equilibrium Electrochemistry Surface Chemistry, Chemical Kinetics and Catalysis Purification and Characterisation of Organic Compounds Some Basic Principles of Organic Chemistry Hydrocarbons Organic Compounds Containing Oxygen Organic Compounds Containing Nitrogen Polymers Bio Molecules Chemistry in Everyday Life SRMEEE 2016 Mathematics Syllabus:- Sets, Relations and Functions Complex Numbers Matrices and Determinants Applications of Matrices and Determinants Quadratic Equations Permutations and Combinations Mathematical Induction and its Applications Binomial theorem and its Applications Sequences and Series Differential Calculus Applications of Differential Calculus Integral Calculus Differential Equations Straight Lines in Two Dimensions Circles in Two Dimensions Conic Sections in Two Dimensions Vector Algebra Measures of Central Tendency and Dispersion Probability Trigonometry |
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