CUCET 2015 application forms, Exam details, fees, exam pattern, syllabus: Central university of Punjab, Kerala, Rajasthan, Tamil Nadu, Karnataka, Kerala, Jammu and Kashmir has invites applications from eligible candidates to gets admission into various undergraduate courses. The interested and eligible candidates must send in their applications on or before May 5.
Exam Details of CUCET 2015:
Name of the exam: Central University Common Entrance Test (CUCET)-2015
Last date for application form submission: May 5, 2015.
Date of Exam: June 6, June 7, 2015
Result Declaration: June 18, 2015
Conducting Institute: Central University of Rajasthan
Eligibility criteria for CUCET 2015:
- The candidates must have passed intermediate examination from a recognised state or central board.
Selection procedure for CUCET 2015:
- The candidates will be selected on the basis of scores obtained in the Central Universities Common Entrance Test 2015 (CUCET 2015).
Application form Fees for CUCET 2015:Rs. 600/- (Rs. 250/- for SC/ST/PWD Candidates)
Exam Pattern for CUCET 2015:
- Questions will be of Multiple Choice Questions (MCQs) based on the subjects in the qualifying exam.
- There is no negative
- The duration of the exam is of 2 hours.
The question Paper will consist of:
- Part A : Language, general awareness, mathematical aptitude and analytical skills – comprising of 25 MCQs
- Part B: Domain Knowledge – (It will have 4 sections I to IV. Each section will comprise of 25 MCQs. The candidate has to answer any three sections)
How to apply for CUCET 2015 examination :
The candidates need to register themselves on the official website of the university. Follow the following mentioned instructions to complete the registration online:
Step 1: Open the official website of CUCET 2015 and then go to register for the programmecandidate wish to pursue.
Step 2: The candidates then have to register themselves by giving their personal details and then wait for a confirmation mail and a message
Step 3: Once confirmed, the candidates must fill in other details and register themselves for the programme they wish to pursue
Step 4: The candidates must upload their scanned copy of passport size photo and their signature
Step 5: The candidates must now select the course and the candidates can register for the maximum of three courses
Step 6: The candidates must now submit an application fee in online or offline mode through bank Challan, demand draft, netbanking and credit or debit card.
Detailed syllabus for CUCET 2015:
Section-I : PHYSICS
Measurement, Motion in one dimension, Laws of Motion, Motion in two dimensions, Work, Power and Energy, Linear Momentum & collisions, Rotation of a rigid body about a fixed axis, Gravitation, Oscillatory motion, Mechanics of solids and fluids, Heat and thermodynamics, Wave, Electrostatics, Current Electricity, Magnetic Effect of Current, Magnetism in Matter, Electromagnetic induction, Ray Optics and optical instruments, Wave Optics, Modern Physics
Section-II : CHEMISTRY
Atomic Structure, Chemical Bonding, Redox Reactions, Chemical Equilibrium and Kinetics, Acid-Base concepts, Electrochemistry, Catalysis, Colloids, Colligative Properties of Solution, Periodic Table, Preparation and Properties of the following: Hydrogen peroxide. copper sulphate, silver nitrate, plaster of paris, borax, Mohr’s salt, alums, white and red lead, microcosmic salt and bleaching powder, sodium thiosulphate. Thermochemistry, General Organic Chemistry, Reaction intermediates, Isomerism, Polymers, Carbohydrates, Preparation and Properties of the Followings: Hydrocarbons, monohydric alcohols, aldehydes, ketones, monocarboxylic acids, primary amines, benzene, nitrobenzene, aniline, phenol, benzaldehyde, benzoic acid, Grignard Reagent. Solid State: Structure of simple ionic compounds, Crystal imperfections (point defects only), Born-Haber cycle, Petroleum: Important industrial fractions, cracking, octane number, anti knocking compounds.
Section-III : MATHEMATICS
Algebra: Sets relations & functions, De-Morgan’s Law, Mapping Inverse relations, Equivalence relations, Peano’s axioms, Definition of rationals and integers through equivalence relation, Indices and surds, Solutions of simultaneous and quadratic equations, A.P., G.P. and H.P., Special sums i.e. ∑n2 and ∑n3 (n∑N ), Partial fraction, Binomial theorem for any index, exponential series, Logarithm and Logarithmic series. Determinants and their use in solving simultaneous linear equations, Matrices, Algebra of matrices, Inverse of a matrix, Use of matrix for solving equations. Probability: Definition, Dependent and independent events, Numerical problem on addition and multiplication, theorem of probability. Trigonometry: Identities, Trigonometric equations, properties of triangles, solution of triangles, heights and distances, Inverse function, Complex numbers and their properties, Cube roots of unity, De-Moivre’s theorem. Co-ordinate Geometry: Pair of straight lines, Circles, General equation of second degree, parabola, ellipse and hyperbola, tracing of conics. Calculus: Limits & continuity of functions, Differentiation of function of function, tangents & normal, Simple examples of Maxima & Minima, Indeterminate forms, Integration of function by parts, by substitution and by partial fraction, definite integral, application to volumes and surfaces of frustums of sphere, cone and cylinder. Differential equations of first order and of first degree.Vectors : Algebra of vectors, scalar and vector products of two and three vectors and their applications. Dynamics : Velocity, composition of velocity, relative velocity, acceleration, composition of accelerations, Motion under gravity, Projectiles, Laws of motion, Principles of conservation of momentum and energy, direct impact of smooth bodies. Statics: Composition of coplanar, concurrent and parallel forces moments and couples resultant of set of coplanar forces and condition of equilibrium, determination of centroid in simple cases, Problems involving friction.