Table of Contents
CUET Syllabus
National Testing Agency is going to conduct the Common University Entrance Test CUET 2022 for undergraduate courses in the first and second week of July 2022. Interested candidates must know the CUET 2022 syllabus before starting preparation for the CUET 2022 Exam. go through the entire CUET 2022 exam pattern and CUET 2022 syllabus given on this page to pass CUET 2022 exam with flying colours.
CUET Syllabus 2022
To ease candidates we have provided the Common University Entrance Test (CUET) Syllabus 2022 and exam pattern on this page. Through the CUET Syllabus 2022 and CUET Exam Pattern students will get an idea about what topics will be asked in the examination and how much time will be allotted to complete the examination. Bookmark this page to get all the important updates on Common University Entrance Test(CUET) 2022.
CUET Syllabus 2022  
Section IA & IB  Language to be tested through Reading Comprehension (based on different types of passages–Factual, Literary and Narrative, [Literary Aptitude and Vocabulary]. 
Section II  DomainSpecific Knowledge. We have given the syllabus of all the domains on this page. 
Section III  General Knowledge, Current Affairs, General Mental Ability, Numerical Ability, Quantitative Reasoning (Simple application of basic mathematical concepts arithmetic/algebra geometry/mensuration/stat taught till Grade 8), Logical and Analytical Reasoning 
Check out: CUET 2022 Latest Updates
CUET Syllabus 2022 for General Test Changed
CUET 2022 Syllabus: Update
There is a new update for the students who were going to give CUET entrance exam 2022. NTA has now made changes in the General Test syllabus of the CUET exam. Students can download the updated syllabus pdf from the official website of CUET i.e. https://cuet.samarth.ac.in/. Although there is not much change in the syllabus but students must carefully check the new syllabus for a better understanding of the exam.
Let’s have a look at the changes in the syllabus along with the old syllabus.
CUET 2022 General Test Old Syllabus
In the old syllabus pattern of the CUET exam students have to attempt 60 questions out of 75 in the general test.
According to the earlier syllabus, it was said that the test will contain 5 different sections. The sections were divided as follows:
Section A: General Knowledge & Current Affairs
Section B: General Ability
Section C: Numerical Ability
Section D: Quantitative Reasoning
Section E: Logical & Analytical Reasoning
Earlier it was mentioned that each of the 5 sections will contain 15 questions and students have to attempt any 12 from each section.
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CUET Syllabus 2022 General Test (Updated)
Now let’s come to the updated syllabus of the general test in the CUET exam. NTA has now eliminated the section division in the general test area which was earlier. Now students will see General Knowledge, Current Affairs, General Ability, Numerical Ability, Quantitative Reasoning, Logical & Analytical Reasoning. Although students have to still attempt 60 questions out of 75 as mentioned in the previous syllabus.
Earlier it was clearly defined that 15 questions will be there from each section and out of that 12 need to be attempted but now according to the updated pattern students will get a mixture of 75 questions from any area be it Current Affairs, Numerical ability and so on. Now it’s totally up to you which question you want to do out of any 75.
If you are solving any sample paper or mock test for preparation then try to solve the test which is according to the updated pattern so that you may get a better idea. Students have to now be more cautious and get their preparation done well because according to the updated pattern know one knows more questions can come from which area.
CUET Syllabus 2022: Overview
Here we have given brief information regarding the CUET Syllabus 2022. The candidates appearing in CUET 2022 must know the details given below in the table:
CUET Syllabus 2022 Overview  
Conducting Body  National Testing Agency (NTA) 
FullForm  Common University Entrance Test (CUET) 
Exam Name  CUET 2022 
Category  Syllabus 
Duration  Slot 1: 195 minutes (3:15 hours)
Slot 2: 225 minutes (3:45 hours) 
Number of Sections  3 Sections 
Exam Language  13 Languages 
Marking Scheme  +5 mark for each correct answer
1 mark for each incorrect answer 
Check: ICSE Semester 1 12th Result 2022
Check: ICSE Semester 1 10th Result 2022
CUET Syllabus & Exam Pattern 2022: UG Courses
CUET Syllabus 2022 and Exam pattern are the prerequisites to start preparation. The CUET 2022 question paper in respect of Section II and Section III will be bilingual i.e. question paper will be available in one of the chosen languages out of 13 languages and English. The CUET 2022 Question Paper of the “Language” Test i.e. Section IA and Section IB will not be bilingual. The students preparing for Common University Entrance Test(CUET) 2022 must go through the exam pattern given below.
Section Name  Subject / Test Type  No of Questions  Question Format / Type  Exam Duration 
Section 1A  Choose any out of 13 Languages  Attempt 40 out of 50 questions in this section.  Language to be tested through Reading Comprehension (based on different types of passages–Factual, Literary and Narrative, [Literary Aptitude and Vocabulary]  45 Minutes for Each Language 
language Section 1B  Choose any out of 20 Languages except the one chosen in Section 1A  Attempt 40 out of 50 questions in this section.  Language to be tested through Reading Comprehension (based on different types of passages–Factual, Literary and Narrative, [Literary Aptitude and Vocabulary]  45 Minutes for Each Languages 
Section II –Domain  This Section contains 27 DomainSpecific Subjects. A candidate can select a maximum of six (06) Domains as desired by the applicable University/Universities  Attempt 40 out of 50 questions in this section. 

45 Minutes for each Domain Test 
Section 3 – General Test  For any such undergraduate programme/ programmes being offered by Universities where a General Test is being used for admission.  Attempt 60 out of 75 questions in this section. 

60 Minutes 
Section 1 A: The 13 languages of Section 1 A are given below candidates can choose any language from the given languages.
Languages (13): Gujarati, Odiya, Bengali, Tamil, Telugu, Kannada, Malayalam, Marathi, Assamese, Punjabi, English, Hindi and Urdu
Section 1 B: The 19 languages of Section 1 B are given below candidates can choose any language except the chosen language of Section 1 A.
Languages (20): French, Spanish, German, Nepali, Persian, Italian, Arabic, Sindhi, Sanskrit, Kashmiri,
Konkani, Bodo, Dogri, Maithili, Manipuri, Santhali, Tibetan, Japanese, Russian, Chinese.
DomainSpecific Subjects: Here we have given all the 27 domainspecific subjects of Section Section 2. The candidates can choose a maximum of 6 domains as desired by the applicable University. Check out the list of domains given below:
 Computer Science/ Informatics Practices
 Economics/ Business Economics
 Engineering Graphics
 Accountancy/BookKeeping
 Biology/ Biological Studies/ Biotechnology/Biochemistry
 Business Studies
 Chemistry
 Entrepreneurship
 Legal Studies
 Environmental Science
 Mathematics
 Geography/Geology
 History
 Home Science
 Knowledge Tradition and Practices of India
 Physical Education/ NCC /Yoga
 Physics
 Political Science
 Agriculture
 Mass Media/ Mass Communication
 Psychology
 Sociology
 Teaching Aptitude
 Anthropology
 Fine Arts/ Visual Arts (Sculpture/ Painting)/Commercial Arts,
 Performing Arts – (i) Dance (Kathak/ Bharatnatyam/ Oddisi/ Kathakali/Kuchipudi/ Manipuri (ii) Drama Theatre (iii) Music General (Hindustani/ Carnatic/ Rabindra Sangeet/ Percussion/ NonPercussion),
 Sanskrit [For all Shastri (Shastri 3 years/ 4 years Honours) Equivalent to B.A./B.A. Honours courses i.e. Shastri in Veda, Navya Vyakarana, Phalit Jyotish, Siddhant Jyotish, Vastushastra, Paurohitya (Karmakand), Dharmashastra, Prachin Vyakarana, Sahitya, Puranetihas, Sankhya Yoga, Jain Darshan, Mimansa, Advaita Vedanta, Prakrit Bhasha, Prachin Nyaya Vaisheshik, Vishihstadvaita Vedanta, Sarva Darshan, a candidate may choose Sanskrit as the Domain].
CUCET Syllabus 2022 – DomainSpecific Subjects
The CUET syllabus plays a vital role in preparation for Common University Entrance Test(CUET) 2022. The students can choose the courses of their choice. For the ease of students, we have come up with the CUET Syllabus 2022 for UG courses. Check out the syllabus given in the table below:
Accountancy  Agriculture  Anthropology  Art Education Sculpture 
Biology  Business Studies  Chemistry  Computer Science 
Economics/Business Economics  Engineering Graphics  Entrepreneurship  Environmental Studies 
Geography  History  Home Science  Knowledge Tradition – Practices India 
Language  Legal Studies  Mass Media/ Mass Communication  Mathematics 
Physical Education  Physics  Political Science  Psychology 
Sociology  Teaching Aptitude 
CUET Syllabus 2022 for BSc
CUET Syllabus 2022: Physics
Unit I: Electrostatics
 Electric charges and their conservation. Coulomb’s law – force between two point charges, forces between
multiple charges; superposition principle, and continuous charge distribution.  Electric field, electric field due to a point charge, electric field lines; electric dipole, electric field due to a
dipole; torque on a dipole in a uniform electric field.  Electric flux, statement of Gauss’s theorem and its applications to find field due to infinitely long straight
wire, uniformly charged infinite plane sheet, and uniformly charged thin spherical shell (field inside and
outside).  Electric potential, potential difference, electric potential due to a point charge, a dipole and system of
charges; equipotential surfaces, the electrical potential energy of a system of two point charges, and electric
dipoles in an electrostatic field.  Conductors and insulators, free charges, and bound charges inside a conductor. Dielectrics and electric
polarization, capacitors and capacitance, the combination of capacitors in series and in parallel, the
capacitance of a parallel plate capacitor with and without dielectric medium between the plates, energy
stored in a capacitor, Van de Graaff generator.
Unit II: Current Electricity
 Electric current, the flow of electric charges in a metallic conductor, drift velocity and mobility, and their
relation with electric current; Ohm’s law, electrical resistance, VI characteristics (linear and nonlinear),
electrical energy and power, electrical resistivity and conductivity.  Carbon resistors, colour code for carbon resistors; series and parallel combinations of resistors; temperature dependence of resistance.
 The internal resistance of a cell, potential difference, and emf of a cell, combination of cells in series and
in parallel.  Kirchhoff ’s laws and simple applications. Wheatstone bridge, metre bridge.
 Potentiometer – principle, and applications to measure potential difference, and for comparing emf of two
cells; measurement of internal resistance of a cell.
Unit III: Magnetic Effects of Current and Magnetism
 Concept of the magnetic field, Oersted’s experiment. Biot – Savart law and its application to current
carrying circular loop.  Ampere’s law and its applications to infinitely long straight wire, straight and toroidal solenoids. Force on
a moving charge in uniform magnetic and electric fields. Cyclotron.  Force on a currentcarrying conductor in a uniform magnetic field. The force between two parallel currentcarrying conductors – definition of ampere. Torque experienced by a current loop in a magnetic field;
moving coil galvanometer – its current sensitivity and conversion to ammeter and voltmeter.  Current loop as a magnetic dipole and its magnetic dipole moment. The magnetic dipole moment of a
revolving electron. Magnetic field intensity due to a magnetic dipole (bar magnet) along its axis and
perpendicular to its axis. Torque on a magnetic dipole (bar magnet) in a uniform magnetic field; bar magnet as an equivalent solenoid, magnetic field lines; Earth’s magnetic field and magnetic elements.  Para, dia and ferromagnetic substances, with examples. Electromagnets and factors affecting their strengths. Permanent magnets.
Unit IV: Electromagnetic Induction andAlternating Currents
 Electromagnetic induction; Faraday’s law, induced emf and current; Lenz’s Law, Eddy currents. Self and
mutual inductance.  Alternating currents, peak and rms value of alternating current/voltage; reactance and impedance; LC
oscillations (qualitative treatment only), LCR series circuit, resonance; power in AC circuits, wattless current. AC generator and transformer.
Unit V: Electromagnetic Waves
 Need for displacement current. Electromagnetic waves and their characteristics (qualitative ideas only).
Transverse nature of electromagneticwaves.  Electromagnetic spectrum (radio waves, microwaves, infrared, visible, ultraviolet, xrays, gamma rays)
including elementary facts about their uses.
Unit VI: Optics
 Reflection of light, spherical mirrors, mirror formula. Refraction of light, total internal reflection,
and its applications, optical fibres, refraction at spherical surfaces, lenses, thin lens formula, lens
maker’s formula. Magnification, power of a lens, combination of thin lenses in contact combination
of a lens and a mirror. Refraction and dispersion of light through a prism.  Scattering of light–blue colour of the sky and reddish appearance of the sun at sunrise and sunset.
Optical instruments: Human eye, image formation, and accommodation, correction of eye defects
(myopia and hypermetropia) using lenses.  Microscopes and astronomical telescopes (reflecting and refracting) and their magnifying powers.
Wave optics: Wavefront and Huygens’ principle, reflection, and refraction of plane wave at a plane
surface using wavefronts.  Proof of laws of reflection and refraction using Huygens’ principle. Interference, Young’s double hole experiment and expression for fringe width, coherent sources, and sustained interference of light.
Diffraction due to a single slit, width of central maximum.  Resolving the power of microscopes and astronomical telescopes. Polarisation, plane polarised
light; Brewster’s law, uses of plane polarised light and Polaroids.
Unit VII: Dual Nature of Matter and Radiation
 Photoelectric effect, Hertz and Lenard’s observations; Einstein’s photoelectric equation – particle
nature of light.  Matter waves – wave nature of particles, de Broglie relation. DavissonGermer experiment
(experimental details should be omitted; only the conclusion should be explained.)
Unit VIII: Atoms and Nuclei
 Alpha – particle scattering experiment; Rutherford’s model of atom; Bohr model, energy levels,
hydrogen spectrum. Composition and size of nucleus, atomic masses, isotopes, isobars; isotones.  Radioactivity – alpha, beta, and gamma particles/rays, and their properties; radioactive decay law.
 Massenergy relation, mass defect; binding energy per nucleon and its variation with mass number; nuclear fission and fusion.
Unit IX: Electronic Devices
Energy bands in solids (qualitative ideas only), conductors, insulators, and semiconductors; semiconductor diode – IV characteristics in forward and reverse bias, diode as a rectifier; IV characteristics of LED, photodiode, solar cell, and Zener diode; Zener diode as a voltage regulator. Junction transistor, transistor action, characteristics of a transistor; transistor as an amplifier (common emitter configuration) and oscillator. Logic gates (OR,AND, NOT, NAND and NOR). Transistor as a switch.
Unit X: Communication Systems
Elements of a communication system (block diagram only); bandwidth of signals (speech, TV, and digital data); bandwidth of transmission medium. Propagation of electromagnetic waves in the atmosphere, sky, and space wave propagation. Need for modulation. Production and detection of an amplitudemodulated wave.
CUET Syllabus 2022: Mathematics
Section A
1. Algebra  (iv). Application of Integration as area under the curve 
(i) Matrices and types of Matrices  
4. Differential Equations  
(ii) Equality of Matrices, transpose of a Matrix, Symmetric and Skew Symmetric Matrix  
(i) Order and degree of differential equations  
(iii) Algebra of Matrices  (ii) Formulating and solving of differential equations with variable separable 
(iv) Determinants  
5. Probability Distributions  
(v) Inverse of a Matrix  
(vi) Solving of simultaneous equations using Matrix Method  (i) Random variables and its probability distribution 
(ii) Expected value of a random variable  
2. Calculus  (iii) Variance and Standard Deviation of a random variable 
(i) Higher order derivatives  
(iv). Binomial Distribution  
(ii) Tangents and Normals  
6. Linear Programming  
(iii) Increasing and Decreasing Functions  
(iv). Maxima and Minima  (i) Mathematical formulation of Linear Programming Problem 
3. Integration and its Applications  
(ii) Graphical method of solution for problems in two variables  
(i) Indefinite integrals of simple functions  
(ii) Evaluation of indefinite integrals  
(iii) Feasible and infeasible regions  
(iii) Definite Integrals  
(iv). Optimal feasible solution 
Section B1: Mathematics
UNIT I: RELATIONS AND FUNCTIONS
Relations and Functions
Types of relations: Reflexive, symmetric, transitive and equivalence relations. One to one and onto functions, composite functions, inverse of a function. Binary operations.
Inverse Trigonometric Functions
Definition, range, domain, principal value branches. Graphs of inverse trigonometric functions. Elementary properties of inverse trigonometric functions.
UNIT II: ALGEBRA
Matrices
Concept, notation, order, equality, types of matrices, zero matrix, transpose of a matrix, symmetric and skew symmetric matrices.Addition, multiplication and scalar multiplication of matrices, simple properties of addition, multiplication and scalar multiplication. Noncommutativity of multiplication of matrices and existence of nonzero matrices whose product is the zero matrix (restrict to square matrices of order 2). Concept of elementary row and column operations. Invertible matrices and proof of the uniqueness of inverse, if it exists; (Hereall matrices will have real entries).
Determinants
Determinant of a square matrix (up to 3 × 3 matrices), properties of determinants, minors, cofactors and applications of determinants in finding the area of a triangle. Adjoint and inverse of a square matrix. Consistency, inconsistency and number of solutions of system of linear equations by examples, solving system of linear equations in two or three variables (having unique solution) using inverse of a matrix.
UNIT III: CALCULUS
Continuity and Differentiability
Continuityand differentiability,derivative of composite functions, chainrule, derivativesofinverse trigonometric functions,derivative of implicitfunction.Conceptsofexponential,logarithmicfunctions. Derivatives of log x and ex.Logarithmic differentiation.Derivativeoffunctions expressed in parametric forms. Secondorder derivatives.Rolle’s and Lagrange’s Mean ValueTheorems(without proof) and their geometric interpretations.
Applications of Derivatives
Applications of derivatives: Rate of change, increasing/decreasing functions, tangentsandnormals, approximation,maximaandminima(firstderivativetestmotivatedgeometricallyandsecondderivative test given as a provable tool). Simple problems (that illustrate basic principles and understanding of the subject as well as reallife situations). Tangent and Normal.
Integrals
Integration as inverseprocess of differentiation. Integration of avariety of functions by substitution, bypartial fractions and byparts, onlysimple integrals of the type –
to be evaluated.
Definite integrals as a limit of a sum. Fundamental Theorem of Calculus (without proof). Basic propertiesofdefiniteintegrals andevaluationofdefiniteintegrals.
Applications of the Integrals
Applications in finding the area under simple curves, especially lines, arcs of circles/parabolas/el lipses (in standard form only), area between the two above said curves (the region should be cleraly identifiable).
Differential Equations
Definition, orderand degree, general andparticular solutions of adifferential equation. Formation of differential equation whose general solution is given. Solution of differential equations by method of separation of variables, homogeneous differential equations of first order and first degree. Solutions of linear differential equation of the type – dy/dx+ Py = Q , where P and Q are functions of x or constant
dx /dy+ Px = Q , where P and Q are functions of y or constant
UNIT IV: VECTORSAND THREEDIMENSIONAL GEOMETRY
Vectors
Vectors and scalars, magnitude and direction of a vector. Direction cosines/ratios of vectors. Types of vectors (equal, unit, zero, parallel and collinear vectors), position vector of a point, negative of a vector, components of a vector, addition of vectors, multiplication of a vector by a scalar, position vector of a point dividing a line segment in a given ratio. Scalar (dot) product of vectors, projection of a vector on a line. Vector (cross) product of vectors, scalar triple product.
Threedimensional Geometry
Direction cosines/ratios of a line joining two points. Cartesian andvector equation of a line, coplanar and skew lines, shortest distance between two lines. Cartesian and vector equation of a plane.Angle between (i) two lines, (ii) two planes, (iii) a line and a plane. Distance of a point from a plane.
Unit V: Linear Programming
Introduction, related terminologysuch as constraints, objectivefunction, optimization, different types of linearprogramming(L.P.) problems, mathematicalformulation of L.P. problems, graphicalmethod of solution for problems in two variables, feasible and infeasible regions, feasible and infeasible solutions, optimalfeasiblesolutions(up to threenontrivialconstrains).
Unit VI: Probability
Multiplicationstheorem on probability. Conditionalprobability, independentevents, total probability, Baye’s theorem. Random variable and its probability distribution, mean and variance of haphazard variable. Repeatedindependent(Bernoulli) trials and Binomialdistribution.
Section B2: Applied Mathematics
Unit I: Numbers, Quantification and Numerical Applications
Modulo Arithmetic
 Define modulus of an integers
 Apply arithmetic operations using modular arithmetic rules
Congruence Modulo
 Define congruence modulo
 Apply the definition in variousproblems
Allegation andMixture
 Understand the rule of allegation to produce a mixture at a givenprice
 Determine the mean price of amixture
 Apply rule of allegation
Numerical Problems
 Solve real life problems mathematically
Boats and Streams
 Distinguish between upstreamand downstream
 Express the problem in the formof an equation
Pipes and cisterns
 Determine the time taken bytwo or more pipes to fill o
Races and games
 Compare the performance oftwo players r.t. time,
 distance taken/distance covered/ Work done from the given date
Partnership
 Differentiate between activepartner and sleeping partner
 Determine the gain or loss tobe divided among the partners in the ratio of their investment with due
 consideration of the time volume/surface area for solid formed using two ormore shapes
Numerical Inequalities
 Describe the basic concepts ofnumerical inequalities
 Understand and write numericalinequalities
UNIT II: ALGEBRA
Matrices andtypes of matrices
 Define matrix
 Identify different kinds ofmatrices
Equality of matrices, Transpose of amatrix, Symmetric andSkew symmetric matrix
 Determine equality of twomatrices
 Write transpose of given matrix
 Define symmetric and skewsymmetric matrix
UNIT III: CALCULUS
Higher Order Derivatives

 Determine second and higherorder derivatives
 Understand differentiation ofparametric functions and implicit functions Identify dependent and independent variables
Marginal Cost and Marginal Revenue usingderivatives

 Define marginal cost andmarginal revenue
 Find marginal cost and marginalrevenue
Maxima andMinima

 Determine critical points of thefunction
 Find the point(s) of local maxima and local minima and corresponding local maximumand local minimum values
 Find the absolute maximum and absolute minimum value of afunction
UNIT IV: PROBABILITY DISTRIBUTIONS
Probability Distribution

 Understand the concept ofRandom Variables and its Probability Distributions
 Find probability distribution ofdiscrete random variable
MathematicalExpectation

 Apply arithmetic mean of frequency distribution to find the expected value of a random variable
Variance
 Calculate the Variance and D.of a random variable
UNIT V: INDEX NUMBERS AND TIMEBASED DATA
Index Numbers
 Define Index numbers as aspecial type of average
Construction ofIndex numbers
 Construct different type of indexnumbers
Test of Adequacy of Index Numbers
 Apply time reversal test
UNIT VI: UNIT V: INDEX NUMBERS AND TIMEBASED DATA
Population and Sample
 Define Population and Sample
 Differentiate between population and sample
 Define a representative sample from a population
Parameter and statistics and Statistical Interferences
 Define Parameter with reference to Population
 Define Statistics with reference to Sample
 Explain the relation between parameter and Statistic
 Explain the limitation of Statisticto generalize the estimation for population
 Interpret the concept of Statistical Significance and statistical Inferences
 State Central Limit Theorem
 Explain the relation between populationSampling DistributionSample
UNIT VII: INDEX NUMBERS AND TIMEBASED DATA
Time Series
 Identify timeseries as chronological data
Components ofTime Series
 Distinguish between differentcomponents of time series
Time Series analysis for univariate data
 Solve practical problems basedon statistical data and Interpret
UNIT VIII: FINANCIAL MATHEMATICS
Perpetuity, Sinking Funds
 Explain the concept of perpetuity and sinking fund
 Calculate perpetuity
 Differentiate between sinkingfund and saving account
Valuation of bonds
 Define the concept of valuationof bond and related terms
 Calculate value of bond usingpresent value approach
Calculation ofEMI
 Explain the concept of EMI
 Calculate EMI using variousmethods
Linear method of Depreciation
 Define the concept of linearmethod of Depreciation
 Interpret cost, residual value and useful life of an asset fromthe given information
 Calculate depreciation
UNIT IX: LINEAR PROGRAMMING
Introduction and related terminology
 Familiarize with terms related toLinear Programming Problem
Mathematicalformulation ofLinear ProgrammingProblem
 Formulate Linear ProgrammingProblem
Different types of Linear Programming Problems
 Identify and formulate different types of LPP
Graphical Method of Solution for problems in two Variables
 Draw the Graph for a system oflinear inequalities involving twovariables and to find its solutiongraphically
Feasible and InfeasibleRegions
 Identify feasible, infeasible andbounded regions
Feasible andinfeasible solutions, optimal feasible solution
 Understand feasible andinfeasible solutions
 Find optimal feasible solution
CUET Syllabus 2022 for BSc Agriculture
CUET Syllabus 2022: Agriculture
Unit1: Agrometeorology, Genetics and Plant Breeding, Biochemistry and Microbiology
Agrometerology: Elements of Weatherrainfall, temperature, humidity, wind velocity, Sunshine weather forecasting, climate change in relation to crop production.
Genetics & Plant Breeding :
(a) Cell and its structure, cell divisionmitosis and meiosis and their significance
(b) Organisation of the genetic materials in chromosomes, DNA and RNA
(c) Mendel’s laws of inheritance. Reasons for the success of Mendel in his experiments, Absence of linkage in Mendel’s experiments.
(d) Quantitative inheritance, continuous and discontinuous variation in plants.
(e) Monogenic and polygenic inheritance.
(f) Role of Genetics in Plant breeding, self and crosspollinated crops, methods of breeding in field cropsintroduction, selection, hybridization, mutation and polyploidy, tissue and cell culture.
(g) Plant Biotechnologydefinition and scope in crop production.
Biochemistry: pH and buffers,Classification and nomenclature of carbohydrates; proteins; lipids; vitamins and enzymes.
Microbiology: Microbial cell structure,Microorganisms Algae, Bacteria, Fungi, Actinomycetes, Protozoa and Viruses. Role of microorganisms in respiration, fermentation and organic matter decomposition
Unit2: Livestock Production
Scope and importance :
(a) Importance of livestock in agriculture and industry, White revolution in India.
(b)Important breeds Indian and exotic, distribution of cows, buffaloes and poultry in India.
Care and management :
(a) Systems of cattle and poultry housing
(b) Principles of feeding, feeding practices. Balanced rationdefinition and ingredients.
(d) Management of calves, bullocks, pregnant and milch animalsas well as chicks crockrels and layers, poultry.
(e) Signs of sick animals, symptoms of common diseases in cattle and poultry, Rinderpest, black quarter, foot and mouth, mastitis and haemorrhagicsepticaemiacoccidiosis,Fowl pox and Ranikhet disease, their prevention and control.
Artificial Insemination : Reproductive organs, collection, dilution and preservation of semen and artificial insemination, role of artificial insemination in cattle improvement. Livestock Products: Processing and marketing of milk and Milk products.
Unit3: Crop Production
Introduction :
(a) Targets and achievements in foodgrain production in India since independence and its future projections, sustainable crop production, commercialization of agriculture and its scope in India.
(b) Classification of field crops based on their utilitycereals, pulses, oils seeds, fibre, sugar and forage crops.
Soil, Soil fertility, Fertilizers and Manures:
(a) Soil, soil pH, Soil texture, soil structure, soil organisms, soil tilth, soil fertility and soil health.
(b) Essential plant nutrients, their functions and deficiency symptoms.
(c) Soil types of India and their characteristics.
(d) Organic manure, common fertilizers including straight, complex, fertilizer mixtures and biofertilizers; integrated nutrient management system.
Irrigation and Drainage:
(a) Sources of irrigation (rain, canals, tanks, rivers, wells, tubewells).
(b) Schedulingof irrigation based on critical stages of growth, time interval, soil moisture content and weather parameters.
(c) Water requirement of crops.
(d) Methods of irrigation and drainage.
(e) Watershed management
Weed Control : Principles of weed control, methods of weed control (cultural, mechanical, chemical, biological and Integrated weed management).
Crops: Seed bed preparation, seed treatment, time and method of sowing/planting, seed rate; dose, method and time of fertilizer application, irrigation, interculture and weed control; common pests and diseases, caused by bacteria, fungi virus and nematode and their control, integrated pest management, harvesting, threshing, post harvest technology: storage, processing and marketing of major field cropsRice, wheat, maize, sorghum, pearl millet, groundnut, mustard, pigeonpea, gram, sugarcane, cotton and berseem.
Unit4: Horticulture
(a) Importance of fruits and vegetables in human diet, Crop diversification & processing Industry.
(b) Orchard location and layout, ornamental gardening and kitchen garden.
(c) Planting system, training, pruning, intercropping, protection from frost and sunburn.
(d) Trees, shrubs, climbers, annuals, perennialsdefinition and examples. Propagation by seed, cutting, budding, layering and grafting.
(e) Cultivation practices, processing and marketing of: (i) Fruits – mango, papaya, banana, guava, citrus, grapes. (ii) Vegetables – Radish, carrot, potato, onion, cauliflower, brinjal, tomato, spinach and cabbage. (iii) Flowers – Gladiolus, canna, chrysanthemums, roses and marigold.
(f) Principles and methods of fruit and vegetable preservation.
(g) Preparation of jellies, jams, ketchup, chips and their packing
CUET Syllabus 2022 PDF for All the Domains
 CUET Syllabus for Mathematics
 CUET Syllabus for Accountancy
 CUET Syllabus for Anthropology
 CUET Syllabus for Biology
 CUET Syllabus for Art Education Painting & Sculpture
 CUET Syllabus for Agriculture
 CUET Syllabus for Business Studies
 CUET Syllabus for Chemistry
 CUET Syllabus for Environmental Studies
 CUET Syllabus for ComputerScience
 CUET Syllabus for Economics
 CUET Syllabus for Eng. Graphics
 CUET Syllabus for Entrepreneurship
 CUET Syllabus for GEOGRAPHY and GEOLOGY
 CUET Syllabus for History
 CUET Syllabus for HOME SCIENCE
 CUET Syllabus for KnowledgeTraditions
 CUET Syllabus for LegalStudies
 CUET Syllabus for MassMedia
 CUET Syllabus for Physical Education
 CUET Syllabus for Physics
 CUET Syllabus for political science
 CUET Syllabus for Psychology
 CUET Syllabus for Sociology
 CUET Syllabus for TeachingAptitude
 CUET Syllabus for Language Syllabus
CUET Syllabus 2022 Video Syllabus
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CUET Syllabus 2022: FAQs
Q. How many questions will be asked in CUET 2022 examination?
There will be three sections in the CUET 2022 exam. In Section IA, Section IB, and Section II 50 questions will be asked while in Section III, 75 questions will be asked.
Q. What is the duration of the CUET 2022 examination?
The CUET 2022 exam will be held in two slots. The first slot consists of 195 minutes, while the second slot consists of 225 minutes.
Q. Where I can get CUET Syllabus 2022?
You can get CUET Syllabus 2022 from Adaa247’s official website.
Q. CUET 2022 Examination will be conducted in which mode?
CUET 2022 examination will be conducted in online mode.