CUET BTech, Integrated MTech Preparation 2026: Tips, Strategy & Guide

Common University Entrance Test 2026 ( CUET )

Shruti Garg
Updated on Nov 24, 2025 15:03 IST

By Shruti Garg, Assistant Manager- Editorial

CUET preparation is important given the competitive nature of the exam, which over 10 lakh candidates take every year. CUET UG 2026 exam will be held tentatively in May/June. Students must plan their CUET UG 2026 preparation accordingly. Students must prepare well and study to score well on the exam. Read on to learn how to schedule time to prepare, important topics to prepare from and more!

CUET is conducted by National Testing Agency for admission to over 200 universities, including 47 central universities, 27 State Universities, 22 Deemed Universities, 110 Private Universities, and seven others.

Table of contents
  • Step Wise CUET UG Preparation Tips
  • How to prepare for CUET 2026?
  • Books to read for CUET Preparation 2026
  • CUET Topper Tips
  • FAQs Regarding CUET Preparation
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Step Wise CUET UG Preparation Tips

Follow easy steps below to start with CUET preparations for UG admissions:

  • Go through CUET syllabus 2026 completely.
  • Understand CUET exam pattern and marking scheme and prepare accordingly.
  • Get all study material for CUET such as prep books and previous year's question papers.
  • Create a monthly plan on how much syllabus to cover daily.
  • Solve question papers, sample papers and mock tests.

Also Read: CUET 2026 Last-Minute Preparation Strategy and Tips

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How to prepare for CUET 2026?

To pass CUET exam with good score, students must prepare an effective exam strategy. Check few tips to prepare for CUET UG exam below:

1. Stay updated with CUET exam pattern

CUET question consists of 50 question for each subject. The exam will be held for a duration of 60 minutes for each subject. The nature of questions is objective. Candidates must know the marking scheme. Refer to the table below for further clarification:

Section

Number of Questions

Question Types

Section I

50 Questions

Language to be tested through Reading Comprehension based on different types of passages- Factual, Literary and Narrative, (Literary Aptitude and Vocabulary)

Section II

50 Questions

MCQs based on NCERT Class 12 syllabus only

Section III

50 Questions

General Knowledge, Current Affairs, General Mental Ability, Numerical Ability, Quantitative Reasoning (Simple application of basic mathematical concepts arithmetic/algebra geometry/mensuration/s tat taught till Grade 8), Logical and Analytical Reasoning

Marking scheme: Candidates will be awarded five marks for each correct answer. There will be a negative marking of -1 mark for each incorrect answer. No marks will be awarded or deducted for not attempted questions.

2. Know CUET Syllabus and Important Topics

To perform well in the CUET test, candidates have to thoroughly go through syllabus. Aspirants need to strategise their plans on a monthly, weekly and daily basis. Candidates can prepare better by knowing which topics to cover in-depth and which require superficial knowledge. The candidate can do so as per the below-mentioned pointers:

  • Make a list of topics, subject-wise
  • Segregate the subjects and topics into easy and difficult as per personal experience.
  • Note down topics that will carry maximum weightage (as per previous year’s question papers).

3. Select Preparation books

In order to perform well in the CUET exam, candidates need to make a list of books from which they should study for the entrance exam. Candidates are advised to purchase at least two to three prep books for CUET, depending on the course applied for. The books can help aspirants determine which topics to cover and study along with what to expect for the entrance exam. 

4. Prepare a TimeTable

Candidates need to make a timetable on what topics to cover when, which subjects require high priority and how much to cover on a daily, weekly and monthly basis. Aspirants are advised to create a daily plan and while preparing a timetable, special attention should be given to completing the CUET syllabus. Revise the syllabus and content, attempt as many question papers, mock papers and previous year question papers to better help prepare. 

5. Refer to Past Year’s Question Papers

Candidates appearing for the CUET 2026 exam are advised to solve the last five years question papers to help better understand CUET exam pattern and format of questions that will be asked in the entrance exam. Through the previous questions, candidates can understand which subjects are given high importance and topics which can help the aspirant score better in the exam.

Also Read:

CUET 2025 Question Paper

CUET 2024 Question Paper

CUET 2023 Question Paper

CUET 2022 Question Paper

CUET UG Commerce Previous Year Question Papers

CUET UG Science Previous Year Question Papers

6. Solve Sample Papers/Mock tests

The best way for a candidate to know their strengths and weaknesses is by solving question papers, sample papers or mock tests. Through this, candidates can also figure out the best approach to be followed when they head out to attempt the actual CUET question paper. From formulating time management to understanding the format of the paper, solving sample papers helps prepare better for the entrance exam.

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Books to read for CUET Preparation 2026

Candidates must prepare every topic from prep books as it will students clear doubts as well as understand the subjects thoroughly.

Books

Author

A Problem Book in Mathematical Analysis

GN Berman

Concepts of Physics

HC Verma

A Textbook of Organic Chemistry

RK Gupta

Higher Algebra

Hall & Knight

Problems in Calculus of One Variable

IA Maron

Objective Biology

Dinesh

International Economics

Bo Soderstien and Geoffrey Reed

Indian Economy: Performance & Policies

Uma, Kapila

ABC Chemistry

S.P. Jauhar

Methodology and Perspectives of Social Science

Abhijit Kundu

Elementary Mathematics

DoroFeev Patapov

International Economics

Dominick Salvatore

A Class-book Botany

AC Dutta

Economics

Lipsey R. and A Chrytal

Fundamental Methods of Mathematical Economics

Chiang A.C. and K. Wainwright

Also Read: CUET UG 2026 Books and Study Materials

View list of Books
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CUET Topper Tips

According to last year's toppers, the best methods of CUET UG 2025 preparation include referring to the right books, taking regular mock tests and solving previous year CUET question papers and following a disciplined and systematic approach. According to the toppers, NCERT is the best source of preparation. Once the syllabus is completed, students must go through revision. After this, they should take regular mock tests to understand their preparation level and also analyse to device a preparation strategy to improve their performance at the exam. Shiksha.com has interviewed the CUET UG 2023 toppers Read the interviews below to know their success mantras. 

Read Success Stories below:

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FAQs Regarding CUET Preparation

Check frequently asked questions on CUET preparation below:

Explore subject-wise topics asked in CUET

Select your preferred subject

Complement of a SetEqual SetsUniversal SetFinite and Infinite SetEmpty SetSets and their RepresentationsRelations and FunctionsCartesian Products of SetsFunctionsRelationsBinomial TheoremBinomial Theorem for Positive Integral IndexComposition of Functions and Invertible FunctionTypes of FunctionsTypes of RelationsProperties of Inverse Trigonometric FunctionsInverse Trigonometric FunctionsBasic Concepts of Inverse Trigonometric FunctionsTypes of MatrixTranspose of a MatrixSymmetric and Skew Symmetric MatricesInvertible MatricesOperations on MatricesDeterminantsDeterminantsIntegration as Inverse Process of DifferentiationDifferentiationStandard DeviationAssumed Mean MethodCorrelation and RegressionZ Score TableCube and CuboidComplement of a SetEqual SetsUniversal SetFinite and Infinite SetEmpty SetSets and their RepresentationsRelations and FunctionsCartesian Products of SetsFunctionsRelationsBinomial TheoremBinomial Theorem for Positive Integral IndexComposition of Functions and Invertible FunctionTypes of FunctionsTypes of RelationsProperties of Inverse Trigonometric FunctionsInverse Trigonometric FunctionsBasic Concepts of Inverse Trigonometric FunctionsTypes of MatrixTranspose of a MatrixSymmetric and Skew Symmetric MatricesInvertible MatricesOperations on MatricesDeterminantsDeterminantsIntegration as Inverse Process of DifferentiationDifferentiationStandard DeviationAssumed Mean MethodCorrelation and RegressionZ Score TableCube and CuboidOverviewDIMENSIONS OF PHYSICAL QUANTITIESDIMENSIONAL FORMULAESignificant FiguresDIMENSIONAL ANALYSIS AND ITS APPLICATIONSINTERNATIONAL SYSTEM OF UNITSOverviewChange of StateIdeal Gas Equation and Absolute TemperatureThermal ExpansionHeat TransferSpecific HeatCalorimetryTemperature and HeatMeasurement of TemperatureThermodynamic ProcessCarnot EngineReversible and Irreversible ProcessThermal EquilibriumThermodynamic State Variables Equation of StateOverviewFirst Law of ThermodynamicsSecond Law of ThermodynamicsBehaviour of GasesKinetic Theory of Ideal GasOverviewPeriodic and Oscillatory MotionSimple PendulumSimple Harmonic MotionOverviewSpeed of a Travelling WaveDisplacement Relation in a Progressive WaveSuperposition PrincipleBeatsReflection of WavesKinematic Equation Uniformly of Accelerated MotionInstantaneous Velocity and SpeedOverviewAccelerationResolution of VectorsVector Addition by Analytical MethodScalars and VectorsMultiplication of Vectors by Real NumbersAddition and Subtraction of VectorsOverviewProjectile MotionMotion in a PlaneConservation of MomentumEquilibrium of a ParticleCircular MotionCommon Forces in MechanicsSolving Problems in MechanicsConservation of Mechanical EnergyPotential Energy of SpringPowerKinetic EnergyCollisionWorkConcept of Potential EnergyMoment of InertiaOverviewCentre of MassVector Product of Two VectorsTorque and Angular MomentumMotion of Centre of MassEquilibrium of a Rigid BodyOverviewAngular Velocity and Relation with Linear VelocityDynamics of Rotational Motion About a Fixed AxisKinematics of Rotational Motion About a Fixed AxisAngular Momentum of Rotation About a Fixed AxisKeplers LawOverviewEscape SpeedEarth SatellitesEnergy of an Orbiting SatelliteStress Strain CurveElastic ModuliApplications of Elastic Behaviour of MaterialsSurface TensionBernoulli PrinciplePressure in FluidsViscosityStreamline FlowForces between Multiple ChargesConductors and InsulatorsBasic Properties of Electric ChargeElectric ChargeElectric Charge and FieldElectric FluxElectric Charge and FieldElectric Field LinesContinuous Charge DistributionInterference Light Waves Youngs ExperimentRefraction Reflection Plane Wave Huygens PrincipleRefraction Reflection Plane Wave Huygens PrincipleEinstein Photoelectric TheoryPhotoelectric Effect Wave Theory LightPhotoelectric EffectElectron EmissionOverviewBohr Model of Hydrogen AtomRadioactivityPhysics Nuclei OverviewSize of NucleusBinding EnergyNuclear EnergySemiconductor Devices OverviewSemiconductor Devices OverviewSemiconductor DiodeDiode as RectifierIntrinsic SemiconductorExtrinsic SemiconductorOverviewPotential Due to Point ChargeCombination of CapacitorsElectrostatic PotentialEnergy Stored in a CapacitorCapacitors and CapacitanceEffect of Dielectric on CapacitanceElectrostatics of ConductorsPotential Energy of a System of ChargesPotential due to a System of ChargesElectric CurrentOverviewElectrical Energy and PowerTemperature Dependence of ResistivityWheatstone BridgeOverviewOhms LawKirchhoffs LawDrift of Electrons and the Origin of ResistivityTorque on Current Loop Magnetic DipoleMotion in Magnetic FieldSolenoidMagnetic Field due to a Current ElementMagnetic Field on Axis of Circular Current LoopAmpere Circuital LawMagnetic ForceOverviewMoving Coil GalvanometerMagnetism and MatterMagnetic Properties of MaterialsMagnetisation and Magnetic IntensityBar MagnetElectromagnetismMotional Electromotive ForceExperiments of Faraday and HenryAlternating Current OverviewTransformerAC Voltage Applied to a ResistorAC Voltage Applied to an InductorAC Voltage applied to a CapacitorAC Voltage applied to a Series LCR circuitRepresentation of AC Current and Voltage by VectorElectromagnetic SpectrumElectromagnetic WavesDisplacement CurrentTotal Internal ReflectionRefraction through a PrismOptical InstrumentsDerivation of Lens FormulaReflection of Light by Spherical MirrorsRefraction at Spherical Surface and by LensesDerive Equation of Motion by Calculus methodAlternating Current OverviewMole Concept and Molar MassSTOICHIOMETRY AND STOICHIOMETRIC CALCULATIONSPercentage CompositionLaws of Chemical CombinationAtomic and Molecular MassesProperties of Matter and their MeasurementImportance of ChemistryOverviewOverviewAtomic ModelsDiscovery of Sub Atomic ParticlesTowards Quantum Mechanical Model of AtomQuantum Mechanical Model of AtomElectronic Configuration Types of ElementsPeriodic Table Electronic Configuration of ElementPeriodic Trends in Properties of ElementsGenesis of Periodic ClassificationNomenclature of Elements with Atomic NumbersPresent Form of Periodic TableChemical Bonding and Molecular StructureHybridizationValence Bond TheoryMolecular Orbital TheoryHydrogen BondingIonic or Electrovalent BondKossel-Lewis Approach to Chemical BondingBond ParametersBonding in Homonuclear Diatomic MoleculesVSEPR TheoryApplications of Chemical BondingEquilibrium ProcessesHomogeneous EquilibriaFactors Affecting EquilibriaApplications of Equilibrium ConstantIonization of Acids and BasesIonic Equilibrium in SolutionEquilibrium in Chemical ProcessesSolubility Equilibria of Sparingly Soluble SaltsHeter Heterogeneous EquilibriaOxidation NumberClassification of Organic CompoundsIsomerismNomenclature of Organic CompoundsQuantitative AnalysisQualitative Analysis of Organic CompoundsOverviewStructural Representations of Organic CompoundsFundamental Concepts in Organic Reaction MechanismTetravalence of Carbon Shapes of Organic CompoundsMethods of Purification of Organic CompoundsClassificationAlkanesAlkenesAlkynesAromatic HydrocarbonCarcinogenicity and ToxicityAbnormal Molar MassColligative Properties and Molar MassSolubilityProteinsVitaminsCarbohydratesEnzymesHormonesNucleic AcidsElectrolytic Cells and ElectrolysisCorrosionGalvanic CellFuel CellsNernst EquationElectrochemical CellsBatteriesRate of ReactionIntegrated Rate EquationsCollision Theory of Chemical ReactionsTemperature Dependence of the Rate of a ReactionFactors Influencing Rate of a ReactionBonding in Metal CarbonylsDifference between Glucose and Fructose
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CUET Exam

Student Forum

chatAnything you would want to ask experts?
Write here...

Answered 5 days ago

Hi...

Yes, admission to the B.A. (Hons) in Psychology program at Lady Shri Ram (LSR) College for Women is based entirely on the CUET (Central University Entrance Test) UG scores, followed by the University of Delhi's Common Seat Allocation System (CSAS) counseling process. There are no direct admissi

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h

heena agrawal

Scholar-Level 17

Answered 5 days ago

Hi.

Admission to the MBA programme is based on merit in the qualifying exam and a valid score in any one of the accepted national or state-level management entrance exams. The university also conducts its own in-house entrance exam, the DPAT, as an alternative option. 
 
Accepted Entrance Exams for MBA

...Read more

h

heena agrawal

Scholar-Level 17

Answered a month ago

No, CUET UG exam 2026 date has not been announced yet. It is expected that National Testing Agency will announce the CUET exam date 2026 anytime soon. The exam is expected to be scheduled in May-June. Candidates willing to appear for the exam must make sure to register for the exam online. As per th

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Shruti Garg

Contributor-Level 10

Answered a month ago

The exam (CUET UG 2025) was held from May 13 to early June (roughly) for many programmes. 

The counselling/admission process for BCA programmes at many universities began in July 2025. For example, one news source for a university in Indore said counselling and registration “will soon open … likely b

...Read more

B

Bhavesh panchal

Beginner-Level 1

Answered a month ago

No you can't. To get admission in ipu in BBA LLB course you have to give CLAT Exam 

 

H

Himanshu Dua

Beginner-Level 1

Answered a month ago

Career College Bhopal provides CUET Scholarships. Students who have appeared for the CUET exam are eligible for this scholarship. Shortlisted students get 10% waiver in the fee under this scholarship.

N

Nishtha Shukla

Guide-Level 15

Answered a month ago

The table below shows the top colleges in India accepting CUET scores along with their tuition fees:

Top Colleges

Tuition Fees

Hindu College

INR 86,010

Miranda House

INR 19,014

Hansraj College

INR 540

Kirori Mal College

INR 50,445

ARSD College

INR 540

Disclaimer: This info. is taken from official website and may vary.

T

Tasbiya Khan

Contributor-Level 10

Answered a month ago

You can't do BBA from CUET with PCB in 12 th as CUET requires the same subjects as in 12th for BBA you need math's English and general test

 

L

Lakshay Garg

Beginner-Level 1

Answered 2 months ago

No, Bapuji Academy of Management & Research (BAMR) is not under CUET. The academy accepts the scores of certain other entrance exams such as, MAT/PGCET/KMAT. Candidates who have passed graduation with a minimum of 50% aggregate (45% for reserved category) can apply for admission. 

S

Sejal Baveja

Contributor-Level 10

Answered 2 months ago

No, Terna Global Business School is not under CUET. Rather the college accepts scores of various other entrance exams such as CAT, XAT, GMAT, MAT, MAH-CET, etc. Candidates are not required to appear for the CUET exam rather they must appear for any of these exams. 

S

Sejal Baveja

Contributor-Level 10

219 Institutes accepting CUET

Amity University, Noida

Noida Private

Amity Univ
  • 14.00 Lakh
  • 4 years
  • |
  • Full Time

Manipal University, Jaipur

Jaipur Private

Manipal Un
  • 16.40 Lakh
  • 4 years
  • |
  • Full Time

UPES

Dehradun Private

UPES
    • 17.71 Lakh
    • 4 years
    • |
    • Full Time
    • 10.40 Lakh
    • 4 years
    • |
    • Full Time

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