Datta Meghe Institute B.Tech Admissions 2025
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CUET BTech syllabus 2025- NTA has published the syllabus for CUET BTech 2025 for students at cuet.nta.nic.in. It includes Mathematics, Physics and Chemistry subjects from class 12th. Aspirants cana access the CUET syllabus 2025 pdf download link online. Students seeking admission to central universities and other participating institutes can take the CUET exam. The authority will conduct the CUET 2025 between May 8 to June 1, 2025.
Note that the CUET syllabus 2025 for science students includes a crucial portion of applied mathematics as well. One must get a comprehensive knowledge of the subject wise syllabus of CUET before starting their preparation. BTech aspirants will find this article about important areas like physics, mathematics chemistry, and their topic-wise division extremely useful.
Most CUET participating engineering colleges/universities require a combination of domain-specific subjects like physics, chemistry and mathematics. Following is the CUET BTech syllabus table for the subjects, mathematics, physics and chemistry as well as applied mathematics. The syllabus of CUET 2025 for BTech is updated here.
Chapter Name | Topic Name |
Atom and Nuclei | Rutherford's model of atom (I) |
Rutherford's model of atom (II) | |
Conclusion and drawback of Rutherford model | |
Radius of orbit and velocity of electron | |
Energy of electron in nth orbit | |
Energy level for Hydrogen | |
Effect of Nucleus motion on Energy | |
Mass-Energy and Nuclear Binding Energy | |
Nuclear Force and Stability | |
Radioactivity - (I) | |
Radioactivity - (II) | |
Simultaneous and Series Disintegration | |
Communication Systems | Basic elements of communication system |
Modulation and its Necessity | |
Amplitude Modulation | |
Current | |
Miniature form of Ohm's Law | |
Mobility | |
Stretching of wire | |
Heat and power developed in a resistor | |
Series grouping of Resistance | |
Parallel Grouping of Resistance | |
Cell and Emf of a cell | |
Internal resistance | |
Series and Parallel Grouping of cell | |
Mixed Grouping of Cell | |
Emf of a cell when the cell is charging and discharging and Open circuit and Short circuit | |
KCL, KVL, Conservation of charge and Energy and introduction to Galvanometer | |
Colour coding of Resistance | |
Potentiometer | |
Potential gradient & calibration | |
Comparison of emf of cell | |
Determine the internal resistance of a cell | |
Comparison of resistances | |
Graphs in Photoelectric effect | |
Einstein's Photoelectric equation | |
Photons emitted by a source per second | |
Intensity of radiation | |
Photon Flux | |
Force exerted on a surface due to radiation | |
Wave nature of matter | |
De-broglie wavelength of an electron | |
Electromagnetic Induction and Alternating currents | Magnetic flux |
Faraday's law of induction | |
Lenz's law | |
Motional Electromotive force(I) | |
Motional Electromotive force(II) | |
Energy consideration in Motional Emf | |
Motional Electromotive force(III) | |
Motional Electromotive force(IV) | |
Induced Electric field | |
Time Varying Magnetic field | |
Eddy currents | |
Self inductance | |
Coefficient of Self inductance for long Solenoid | |
Mutual Inductance | |
Mutual Inductance for two coaxial long solenoids | |
Mutual Inductance for a pair of concentric coils | |
Energy stored in an inductor | |
AC generator | |
Average or Mean value | |
Root mean square (RMS) value | |
Power in an AC circuit | |
Quality factor | |
Displacement current | |
Maxwell's equations | |
Electronic devices | Band Theory of solids |
Classification of solids on the basis of Band theory | |
Intrinsic Semiconductor | |
Extrinsic Semiconductor(I) | |
Extrinsic Semiconductor(II) | |
Zener diode | |
Optoelectronic junction devices (I) | |
P-N Junction | |
Semiconductor Diode(I) | |
Semiconductor Diode(II) | |
Characteristics of a P-N junction | |
P-N Junction as a rectifier (I) | |
Zener diode as a voltage regulator | |
Optoelectronic junction devices (II) | |
Optoelectronic junction devices (III) | |
P-N Junction as a rectifier (II) | |
Junction Transistor | |
n-p-n transistor | |
p-n-p Transistor | |
Basic transistor circuit configurations | |
Transistor as a device | |
Transistor as a device (II) | |
Electrostatics | |
Methods of charging | |
Coulomb's Law | |
Electric field due to continuous charge distribution | |
Electric field on the axis of a charged ring | |
Electric field due to uniformly charged disc | |
Electric field due to an infinite line charge | |
Motion of charged particle in uniform electric field | |
Electric field due to a dipole | |
Electric field due to a dipole at any general point | |
Dipole in Uniform electric field | |
Electric flux(I) | |
Electric flux(II) | |
Gauss law | |
Applications of Gauss Law(I) | |
Applications of Gauss Law(II) | |
Applications of Gauss Law(III) | |
Applications of Gauss Law(IV) | |
Applications of Gauss Law(V) | |
Relation between electric field and potential | |
Electric potential due to continuous charge distribution(I) | |
Electric potential due to continuous charge distribution(II) | |
Electric potential due to an electric dipole | |
Electric potential energy of an electric dipole | |
Capacitor | |
Combination of capacitors | |
Magnetic Effects of Current and Magnetism | |
Magnetic Field due to current in straight wire | |
Magnetic Field due to circular current loop | |
Magnetic field on the axis of circular current loop | |
Ampere's circuital law | |
Application of Ampere's law (I) | |
Application of Ampere's law (II) | |
Force on a moving charge in magnetic field | |
Motion of a charged particle in uniform magnetic field(I) | |
Motion of a charged particle in uniform magnetic field(II) | |
Magnetic force on a current carrying conductor | |
Force between two parallel current carrying infinite wires | |
Torque on a rectangular current loop in a uniform magnetic field | |
Circular current loop as magnetic dipole | |
Magnetic dipole moment of a revolving electron | |
Bar magnet as an equivalent solenoid | |
Dipole in a uniform magnetic field | |
Magnetism and gauss's law | |
Earth's magnetism | |
Magnetisation and magnetic intensity | |
Magnetic properties of materials | |
Optics | Laws of reflection |
Image formation by plane mirror | |
Rotation of plane mirror | |
Number of images formed by two plane mirrors | |
Relation between velocity of object and mirror in plane mirror | |
Mirror formula | |
Magnification in Spherical mirrors | |
Relation between velocity of object and mirror in Spherical mirror | |
Newton's Formula | |
Refraction | |
Refraction Through A Glass Slab | |
Lateral Displacement Of Emergent Ray Through A Glass Slab | |
Refraction Through A Prism 1 | |
Refraction Through A Prism 2 | |
Dispersion Of Light 1 | |
Dispersion Of Light 2 | |
Refraction At Spherical Surface | |
Lateral Magnification For Refracting Spherical Surface | |
Thin lens | |
Image formation by lens | |
Lens Maker's formula | |
Combination of thin lens in contact | |
Lenses at a distance | |
Silvered lens | |
Displacement Method | |
The Eye | |
Simple Microscope | |
Reflection of plane wave using Huygens principle | |
Refraction of plane wave using Huygens principle | |
Interference of light waves- 1 | |
Interference of light waves- 2 | |
Young's double slit experiment -1 | |
Young's double slit experiment- 2 | |
Fresnel's Biprism | |
Diffraction | |
Fraunhofer diffraction by a single slit | |
Polarisation of light | |
Polarisation of light by reflection | |
Resolving power of optical instruments | |
Resolving power of microscope | |
Resolving power of telescope |
Also Check:
Chapter Name | Topic Name |
General Characteristics of Solid State, Amorphous and Crystalline Solids | |
Classification of Crystalline Solids | |
Crystal Lattices and Unit Cells | |
Number of Atoms in a Unit Cell | |
Close Packed Structures | |
Interstitial Voids | |
Packing Efficiency | |
Mathematical Analysis of Cubic System | |
Structure of Some Ionic Solids | |
Imperfections in Solids | |
Electrical Properties | |
Magnetic Properties | |
Superconductivity and Bragg’s Equation | |
Introduction to Electrochemistry | |
Quantitative Aspect of Electrolytic Cell: Faraday's First Law | |
Faraday's Second Law | |
Problem in Galvanic Cells and Salt Bridge | |
Function of Salt Bridge and Condition | |
Cell Representation of Galvanic Cells | |
Electrode Potential and EMF of Cells | |
Standard Hydrogen Electrode | |
Feasibility and Gibbs Free Energy of Reaction | |
Nernst Equation for Full Cell | |
Equilibrium Constant Through Nernst Equation | |
Concentration Cell With Respect to S.H.E | |
Conductance of Electrolytic Solutions | |
Molar and Equivalent Conductance | |
Effect of Dilution on Conductance, Λm^, Λeq and Conductivity | |
Molar Conductance at Infinite Dilution | |
Batteries | |
Secondary Batteries | |
Solution | |
Concentration Terms | |
Vapour Pressure | |
Factors on which Vapour Pressure depends | |
Vapour Pressure of Solution Containing Two Volatile Liquids | |
Vapour Pressure of Solution Containing Non-Volatile Solute | |
Examples of Ideal solution | |
Non-Ideal Solution Showing Negative Deviation from Raoult's Law | |
Non-Ideal Solution Showing Positive Deviation from Raoult's Law | |
Relation Between Raoult's Law and Dalton's Law | |
Depression in Freezing Point | |
Osmosis and Osmotic Pressure | |
van't Hoff factor(i) or Abnormal Colligative Property | |
Calculation of Extent of Dissociation in an Electrolytic Solution | |
Calculation of Extent of Association in an Electrolytic Solution | |
Real Life Examples of Henry's Law | |
Average Rate of Reaction | |
Instantaneous Rate of Reaction | |
Factors Affecting Rate of Reaction | |
Factors Affecting Rate of Reaction(2) | |
Unit of Rate Constant | |
Important Points About Order of Reaction | |
Simple/Elementary Single Step Reaction | |
Initial Rate Method to Determine Correct Rate Law and Order of Reaction | |
Zero Order Kinetics - Zero Order Reaction | |
Integrated Rate Law - Zero Order Reaction | |
Half Life and Life Time of Reaction | |
Graphs for Zero-Order Reaction | |
Special Zero Order Reaction | |
Other Forms of Rate Law | |
Half Life of First Order Reaction | |
Graphs of First Order Kinetics | |
Second Order Kinetics | |
nth Order Kinetics | |
How to Determine Order of Reaction: Half Life Method | |
How to Determine Order of Reaction: Graphical Method | |
How to Determine Order of Reaction - Integrated Rate Law Method | |
Pseudo Order Reaction | |
Complex Reaction | |
Order of Reaction vs Molecularity | |
Effect of Temperature on Rate of Reaction: Temperature Coefficient | |
Effect of Temperature on Rate of Reaction: Accurate Dependency of K on T | |
Ratio of Two Rate Constants at Two Different Temperatures | |
Exception(Arrhenius Theory) | |
Complex Reaction - Mechanism of Reaction | |
Complex Reaction (When Intermediate is Incorporated) | |
Parallel First Order Kinetics | |
Effective Activation Energy | |
[A], [B], [C] Vs time(t) | |
Introduction to Surface Chemistry | |
Adsorption and Absorption | |
Mechanism of Adsorption | |
Factors Affecting Adsorption | |
Thermodynamics of Adsorption | |
Physical Adsorption | |
Chemical Adsorption | |
Adsorption Isotherm | |
Freundlich Isotherm | |
Adsorption From Solution Phase | |
Application of Adsorption | |
Catalysis (Homogeneous and Heterogeneous Catalysis) | |
Promoters and Poisons | |
Features of Solid Catalyst | |
Shape-Selective Catalysis | |
Enzyme Catalysis | |
Lyophilic and Lyophobic Colloids | |
Multimolecular and Macromolecular Colloids | |
Associated Colloids | |
Cleansing Action of Soaps | |
Preparation of Colloids(Hydrophobic Sols) - Physical Method | |
Peptization(Physical Method of Preparation of Colloids) | |
Chemical Method of Preparation | |
Properties of Colloidal Solution | |
Electrophoresis | |
Coagulation/Flocculation | |
Charge on Colloids | |
Electric Double Layer - Zeta Potential | |
Hardy Schulze Rule | |
Protective Sols - Gold Number | |
Purification/Precipitation of Colloids | |
General Principle and Process of Isolation of metals | |
Combined State and Native State | |
Types of Ores | |
Principle of Metallurgical Extraction | |
Process in Metallurgy | |
Magnetic Separation Method | |
Frothers, Froth Stabilizers, Collectors and Depressants | |
Leaching: Chemical Method | |
Gold Cyanidation (Mac-arther forrest process) | |
Conversion of ore into oxide - Calcination and Roasting | |
Reduction of oxide to metal - Smelting | |
Reduction by a More Electropositive Metal (Thermite Process) | |
Liquation | |
Distillation Method | |
Electrolytic Refining | |
Zone Refining Process | |
Vapour Phase Refining | |
Group 15 - Physical and Chemical Properties | |
Chemical Properties - 2 | |
Chemical Properties - 3 | |
Chemical Properties - 4 | |
Dinitrogen | |
Ammonia (NH3) | |
Oxides of Nitrogen | |
Oxoacids of Phosphorus | |
Group 16: Oxygen Family - Physical Properties | |
Chemical Properties - 1 | |
Chemical Properties - 2 | |
Oxygen (Special Compounds) | |
Oxides | |
Sulphur - Allotropic Forms | |
Sulphuric Acid(H2SO4) | |
Group 17 Elements: General Characteristics and Group Trends | |
General properties of Hydrides of Group 17 | |
Oxides | |
Reaction with Alkali | |
Oxoacids of Halogens | |
Chlorine(Cl2) | |
Preparation of HCl, HBr and HI | |
Group 18 Elements: General Characteristics | |
Chemical Properties | |
Important Compounds of Xenon | |
Uses of Noble Gases | |
Transition Elements Introduction | |
Screening Effect and Lanthanide Contraction | |
Atomic Size/Radii | |
Metallic Character and Enthalpy of Atomization | |
Ionisation Energy | |
Oxidation State | |
Magnetic Properties and Character | |
Formation of Coloured Ions | |
Formation of Interstitial Compounds | |
KMnO4 | |
K2Cr2O7 | |
Physical Properties of f-block | |
Physical Properties of f-block - 2 | |
Chemical Properties of Lanthanides | |
Properties of Actinides | |
Addition Compounds or Molecular Compounds | |
Terminologies Related to Coordination Compounds | |
Types of Ligands - 1 | |
Types of Ligands - 2 | |
Oxidation Number | |
Coordination Number | |
Effective Atomic Number(EAN) | |
Writing the Formula of a Complex or Coordination Compound | |
IUPAC Nomenclature of Coordination or Complex Compound | |
Naming of Complex Ions/Molecules | |
Naming of Complex Anion | |
Naming of Complex Anion and Complex Cation | |
Naming of Bridged Complex | |
Bonding in Coordination Compounds(Werner's Theory) | |
Valence Bond Theory | |
Analysis of Complex Compound on the Basis of VBT | |
Exceptional Case of Hybridisation(VBT) | |
Magnetic Moment(On the Basis of VBT) | |
Limitations of VBT | |
Main Postulates of Crystal Field Theory | |
Crystal Field Splitting in Octahedral Field | |
Crystal Field Splitting in Tetrahedral Field | |
Factors Affecting CFSE | |
Applications of CFT | |
Limitations of CFT | |
Factors Affecting Stability of Complex Compound | |
Stereoisomerism | |
Structural Isomerism - 1 | |
Structural Isomerism - 2 | |
Stability of Complexes | |
Organometallics | |
Organic Compounds containing Halogens | Nature of C-X bond and Physical Properties |
Huns-dicker Reaction | |
Reaction with NaCN, AgCN, NaNO2 and AgNO2 | |
Finkelstein and Swartz Reaction | |
Reaction with PCl5, PCl3, SOCl2 and HX | |
Strong and Weak bases | |
SN2 Reaction | |
SN1 Reaction | |
Elimination-Addition Mechanism(I) | |
Nucleophilic Substitution | |
Preparation of Aryl Halides | |
Elimination-Addition Mechanism(II) | |
Grignard Reagent - 1 | |
Grignard Reagent - 2 | |
Reduction of Anhydrides and Esters | |
Reduction by LiAlH4 and NaBH4 | |
Properties of Alcohols | |
Acylation and Oxidation of Alcohols | |
Haloform Reaction | |
Pinacol Pinacolone Rearrangement | |
Oxidative Cleavage with HIO4 | |
Preparation of Phenol(I) | |
Preparation of Phenol(II) | |
Properties of Phenols | |
Reactions due to (-OH) group | |
Reimer-Tiemann and Kolbe's Schmidt Reactions | |
Claisen's Rearrangement | |
Reaction with Conc. HNO3, Phthalic Anhydride | |
Reaction of Phenols with dil. HNO3 | |
Williamson's Ether Synthesis | |
Preparation of Aldehydes and Ketones | |
Preparation of Aldehydes | |
Preparation of Ketones | |
Nucleophilic Addition Reaction | |
Reduction and Oxidation Reaction | |
Intermolecular Aldol Condensation | |
Intramolecular Aldol Condensation | |
Intermolecular Cannizzaro Reaction | |
Intramolecular Cannizzaro Reaction | |
Methods of Preparation of Carboxylic Acids | |
Chemical Properties of Carboxylic Acids | |
Acidity in Carboxylic Acids | |
Perkin's Condensation | |
Reformatsky Reaction | |
Benzoin Condensation, Benzil-Benzilic Acid Rearrangement | |
Methods of Preparation of Amines | |
Gabriel Phthalimide Synthesis | |
Hoffmann Bromamide Reaction | |
Special Case of Hoffmann Bromamide Reaction | |
Carbylamine Test | |
Alkylation and Acylation of Amines | |
Reaction with NaNO2 + HCl | |
Basicity of Aliphatic Amines | |
Azo-Coupling Reaction | |
Properties of Nitro Compounds and Mulliken Barker Test | |
Basicity of Aromatic Amines | |
Carbohydrates | |
Cyclic Structure of Glucose(Haworth Projection) | |
Cyclic Structure of Fructose(Haworth Projection) | |
Anomers, Epimers, Mutarotation | |
Test for Carbohydrates | |
Evidence for Open Chain Structure of Glucose | |
Evidence for Ring Structure of Glucose | |
Chemical Properties of Glucose | |
Disaccharides and Polysaccharides | |
Amino Acids - 1 | |
Amino Acids - 2 | |
Amino Acids - 3 | |
Polymers 1 | |
Polymers 2 | |
Classification based on molecular forces | |
Rubbers | |
Synthetic Rubbers | |
Polyamide | |
Drugs and their Classification | |
Drug-Target Interaction: Enzyme Catalysis | |
Antacids and Antihistamines | |
Tranquilisers (antidepressant) | |
Antipyretics | |
Preservatives | |
Artificial Sweetening Agents | |
Soaps | |
Synthetic Detergents |
Chapter Name | Topic Name |
Differential equations | Differential Equation |
Formation of Differential Equation and Solutions of a Differential Equation | |
Differential equations with variables separable | |
Differential Equation Reducible to Variable Separable Form | |
Homogeneous Differential Equation | |
Reducible to Homogeneous Form | |
Linear Differential Equation | |
Bernoulli’s Equation | |
Orthogonal Trajectory | |
Exact Differential Equation | |
Application of Differential Equation | |
Sets, Relations and Functions | Relation, Number of relation |
Domain, Range of Relation | |
Universal relation, Empty Relation, Identity relation | |
Reflexive, Symmetric and Transitive relation | |
Equivalence relation | |
Functions, Image and Preimage | |
Domain of function, Co-domain, Range of function | |
Inequalities | |
Transcendental function | |
Logarithmic Inequalities | |
Trigonometric Function | |
Inverse Trigonometric Function | |
Modulus Function, Properties of Modulus Function | |
Algebraic function | |
Piecewise function | |
One - One Function(injective) | |
Many-one Function, many one graphical check | |
Onto Function or Surjective | |
Into Function, Bijective function, Equality of function | |
Composition of function, Condition for Composite Function, Property of Composite Function | |
Inverse of a function | |
Even and Odd Function | |
Periodic Functions | |
Vertical and Horizontal Transformation | |
Graphical transformation (f(x) transforms to af(x) and (1/a)f(x)) | |
Graphical transformation (f(x) transforms f(ax) and f(x/a)) | |
Graphical Transformation (involve modulus) | |
f(x) = min{g1(x), g2(x).......... } or max{g1(x), g2(x).......... } | |
Matrices and Determinants | Matrices, order of matrices, row and column matrix |
Types of Matrices - Part 1 | |
Types of Matrices - Part 2 | |
Triangular matrix (Upper and Lower triangular matrix) | |
Addition and Subtraction of Matrices | |
Properties of matrix addition | |
Scalar Multiplication of Matrix | |
Multiplication of two matrices | |
Properties of matrix multiplication | |
symmetric and skew symmetric matrix | |
Properties of symmetric and skew symmetric matrices | |
Transpose conjugate of a matrix and properties | |
Hermitian matrix | |
Skew-hermitian matrix | |
Properties of hermitian and skew-hermitian matrices | |
Trace of a matrix and properties | |
Orthogonal matrix, Unitary matrix and Idempotent matrix | |
Periodic matrix and Nilpotent matrix and involutory matrix | |
Elementary row operations | |
Using elementary operations to compute the inverse of matrix of order 2 | |
Using elementary operations to compute the inverse of matrix of order 3 | |
Determinant of a matrix and singular and non-singular matrix | |
Properties of Determinant of a Matrix | |
Minor and cofactor of an element in a matrix A | |
Adjoint of a Matrix | |
Properties of adjoint of Matrix - Part 1 | |
Properties of adjoint of Matrix - Part 2 | |
Inverse of a Matrix | |
Inverse of a Matrix of order 3 using adjoint | |
Properties of Inverse of a Matrix - Part 1 | |
Properties of Inverse of a Matrix - Part 2 | |
Properties of Inverse of a Matrix - Part 3 | |
Multiplication of Determinant | |
Properties of Determinants - Part 1 | |
Properties of Determinants - Part 2 | |
Properties of Determinants - Part 3 | |
System of linear equations | |
Cramer’s law | |
Solution of System of Linear Equations Using Matrix Method | |
Trigonometry | |
Domain and range of Inverse Trigonometric Function (Part 1) | |
Domain and range of Inverse Trigonometric Function (Part 2) | |
Function f (f-1 ( x )), where f(x) is a trigonometric function | |
Principal Value of function f-1 (f (x)) | |
Graph of Principal Value of function f-1 (f (x)) (Part 1) | |
Graph of Principal Value of function f-1 (f (x)) (Part 2) | |
Graph of Principal Value of function f-1 (f (x)) (Part 3) | |
Different Inverse trigonometric function relating with each other | |
Relating f-1(x) with f-1( -x) | |
Relating f-1(x) with f-1(1/x) | |
Complementary Angles | |
Sum and difference of angles in terms of arctan (Part 1) | |
Sum and difference of angles in terms of arctan (Part 2) | |
Sum and difference of angles in terms of arcsin | |
Sum and difference of angles in terms of arccos | |
Multiple angles in terms of arcsin | |
Multiple angles in terms of arccos | |
Multiple angles in terms of arctan and arcsin | |
Multiple angles in terms of arctan and arccos | |
Limit , continuity and differentiability | Rules of Differentiation |
Rules of Differentiation ( Sum/ Multiply/ Divide or Quotient Rule) | |
Rules of Differentiation (Chain Rule) | |
Differentiation of Implicit Function | |
Differentiation of Function in Parametric Form | |
Differentiation of Inverse Trigonometric Function (cos/sin/tan) | |
Differentiation of Inverse Trigonometric Function (csc/sec/cot) | |
Differentiation Using Logarithm | |
Differentiation of a Function wrt Another Function and Higher Order derivative of a Function | |
Differentiation of Determinants | |
Differentiation of Function and Relation | |
Differentiation of Inverse Function | |
Continuity | |
Directional Continuity and Continuity over an Interval | |
Discontinuity and Removable Types Discontinuity | |
Non - Removable, Infinite and Oscillatory Type Discontinuity | |
Continuity and Discontinuity obtained by Algebraic Operations | |
Continuity of Composite Function | |
The Intermediate Value Theorem | |
Differentiability and Existence of Derivative | |
Differentiability and Continuity | |
Examining differentiability Using Graph of Function | |
Differentiability in an Interval and Theorems of Differentiability | |
Differentiability of Composite Function | |
Derivative as Rate Measure | |
Approximations and Errors using Derivatives | |
Tangent to the Curve at a Point | |
Slope and Equation of Normal | |
Angle of Intersection of Two Curves | |
Length of Tangent, Normal, Subtangent and subnormal | |
Rolle’s Theorem | |
Lagrange’s Mean Value Theorem | |
Monotonicity (Increasing and Decreasing Function) | |
Decreasing Function | |
Monotonicity of Composite Function | |
Non-Monotonic Function and Critical Point | |
Concavity and Point of Inflection | |
Maxima and Minima of a Function | |
Derivative Tests to Get Extrema | |
Maxima and Minima of Discontinuous Function | |
Global Maxima and Minima | |
Application of Monotonicity (Pat 1) | |
Application of Monotonicity (Pat 2) | |
Nature of Roots of Cubic Polynomial | |
Application of Extremum in Plane Geometry and Solid geometry | |
Integral Calculus | Integration as Reverse Process of Differentiation |
Fundamental Formulae of Indefinite Integration (Trigonometric Functions) | |
Integration Using Substitution | |
Fundamental Formulae of Indefinite Integration (Inverse Trigonometric Functions) | |
Some Special Integration | |
Application of Special Integral Formula (Part 1) | |
Application of Special Integral Formula (Part 2) | |
Trigonometric Integrals (Part 1) | |
Trigonometric Integrals (Part 2) | |
Integration by Parts | |
Application of of Integration by Parts | |
Integration Using Partial Fraction | |
Integration of Irrational Algebraic Function (Part 1) | |
Integration of Irrational Algebraic Function (Part 2) | |
Integration by Derived Substitution (Part 1) | |
Integration by Derived Substitution (Part 2) | |
Integration Using Euler's Substitution | |
Reduction Formula (Part 1) | |
Reduction Formula (Part 2) | |
Integration Based on Indirect Substitution | |
Integration Based on Derived Substitution - Algebraic Twins | |
Integration Based on Derived Substitution - Trigonometric Twins | |
Definite Integration | |
Evaluation of Definite Integrals by Substitution | |
Properties of the Definite Integral (Part 1) | |
Properties of the Definite Integral (Part 2) - King's Property | |
Application of Even- Odd Properties in Definite Integration | |
Application of Periodic Properties in Definite Integration | |
Application of Inequality in Definite Integration | |
Application of Inequality in Definite Integration (Schwarz - Bunyakovsky Inequality) | |
Area Bounded by Curve and Axes | |
Area Bounded by Two Curves | |
Area Bounded by Curves When Intersects at More Than One Point | |
Vector Algebra | Introduction to 3D Coordinate System |
Component of vector and Vector Joining Two Points | |
Direction Cosines and Direction Ratio | |
Addition and subtraction of Vectors | |
Multiplication of a Vector by a Scalar | |
Section Formula | |
Linear Combination of Vectors | |
Linear Dependent Vectors | |
Dot (Scalar) Product of Two Vectors | |
Dot (Scalar) Product in Terms of Components | |
Finding Components of a vector Along and Perpendicular to another Vector | |
Vector (or Cross) Product of Two Vectors | |
Vector Product in Terms of Components | |
Geometrical Interpretation of Vector product | |
Scalar Triple Product | |
Geometrical Interpretation of Scalar Triple Product | |
Three Dimensional Geometry | Introduction to 3D Coordinate System |
Section Formula, Direction Cosines and Direction Ratio | |
Equations for a Line in Space | |
Angle Between Two Lines | |
Perpendicular Distance between a Point and a Line | |
Image of a Point in the given Line | |
Shortest Distance between Two Lines | |
Equation of a plane in normal form | |
Equation Of A Plane Perpendicular To A Given Vector And Passing Through A Given Point | |
Equation Of A Plane Passing Through A Given Point And Parallel To Two Given Vectors | |
Angle Between Two Planes | |
Family of Plane | |
Distance of a Point From a Plane | |
Equation of The Plane Bisecting the Angle Between Two Planes | |
Line of Intersection of Two Plane and Angle Between a Line and a Plane | |
Intersection of Line and Plane | |
Coplanarity of Two Lines | |
Statistics and Probability | Conditional Probability |
Multiplication Theorem on Probability | |
Independent Event | |
Mathematical Induction | Principle of Mathematical Induction |
Practice Session | |
Introduction | |
Logic Connectivity | |
Truth Table | |
Relation Between Set Notation and Truth Table | |
Converse, Inverse, and Contrapositive | |
Tautology And Contradiction | |
Practise Session - 1 | |
Practise Session - 2 | |
Syllogism | |
Linear Programming | Linear Programming |
Solution of Linear Programming Problems | |
Different Types of Linear Programming Problems |
Chapter Name | Topic Name |
Numbers, Quantification and Numerical Applications | Modulo Arithmetic |
Congruence Modulo | |
Allegation and Mixture | |
Numerical Problems | |
Boats and Streams | |
Pipes and Cisterns | |
Races and Games | |
Partnership | |
Numerical Inequalities | |
Algebra | Matrices and types of matrices |
Equality of matrices, Transpose of a matrix, Symmetric and Skew symmetric matrix | |
Calculus | Higher Order Derivatives |
Marginal Cost and Marginal Revenue using derivatives | |
Maxima and Minima | |
Probability Distributions | Probability Distribution |
Mathematical Expectation | |
Variance | |
Index Numbers and Time Based Data | Index Numbers |
Construction of Index numbers | |
Test of Adequacy of Index Numbers | |
Time Series | |
Components of Time Series | |
Time Series analysis for univariate data | |
Inferential Statistics | Population and Sample |
Parameter and Statistics and Statistical Interferences | |
Financial Mathematics | Perpetuity, Sinking Funds |
Valuation of Bonds | |
Linear method of Depreciation | |
Calculation of EMI | |
Linear Programming | Introduction and related terminology |
Mathematical formulation of Linear Programming Problem | |
Different types of Linear Programming Problems | |
Graphical Method of Solution for problems in two Variables | |
Feasible and Infeasible Regions | |
Feasible and infeasible solutions, optimal feasible solution |
CUET BTech exam will be conducted for three hours. It consists of three sections- Section A has 13 language options within it, Section B is domain-specific and Section C is a general test. Applicants can opt for a combination of 5 subjects in total. Domain-specific papers have a choice of 37 subjects, out of which, mathematics/ applied mathematics is a compulsory subject for those students who are looking for admission to engineering streams
Exam Name | CUET 2025 |
Full Form | Common University Entrance Test |
Duration | Three hours (1 hour for each section) |
Medium of test | 13 languages (Hindi, Tamil, Assamese, Bengali, English, Gujarati, Kannada, Malayalam, Marathi, Punjabi, Odia, Telugu and Urdu) |
Mode of Test | Computer based test |
Types of questions | MCQs |
CUET 2025 sections and number of questions | Section A- Language test (50 questions) Section B- Domain-specific test (50 questions) Section C- General test (50 questions) |
Number of Subjects | Maximum 5 test papers allowed |
Domain-related subjects for CUET BTech exam | Physics, Chemistry, Mathematics (Subject combinations can be specific to the type of college and course) |
Marking Scheme | 5 marks for the correct answer Negative 1 mark for incorrect answer |
Compared to other national-level entrance exams like JEE Main, JEE Advanced etc, the difficulty level of CUET 2025 is expected to be moderate to easy.
Knowing the syllabus for CUET BTech 2025 with the utmost clarity and understanding about the list of topics can save a lot of time and give aspirants an edge over fellow competitors.
The exam date for CUET BTech 2025 will fall between May 8 to June 1.
Yes, applied mathematics is an important part of the maths syllabus while appearing for CUET 2025 for engineering admission.
Yes, there will be a deduction of one mark for every wrong answer in the CUET test 2025.
If you have mistakenly selected "Bachelor of Engineering CS - Lateral Entry" while filling the CUCET (Chandigarh University) form but you do not want lateral entry, then there is no need to worry. You can follow the following steps to correct this mistake:
Important Tip: Always check all the details carefully once before final submission, so that such mistake does not happen again.
Hello there,
Yes, you can apply for Hindi Honours or B.A. with Hindi, History, and Political Science through CUET even if you got RT in English but your overall result is Pass . CUET eligibility depends on your overall pass status and the specific requirements of the university you are applying to.
Since you are interested in Hindi and related subjects, focus on preparing well for the
Hindi
,
History
, and
Political Science
sections in CUET. Some universities may not consider RT in a particular subject if your overall result is pass, but it's better to check the detailed eligibility criteria of the specific university you are applying to.
I hope this answer helps you. If you have more queries, then feel free to share your questions with us, we will be happy to assist you.
Thank you, and I wish you all the best in your bright future.
If you didn’t have Maths in Class 12 , you generally can’t choose it as a subject in CUET . The exam usually requires you to pick subjects you studied in 12th grade for the domain-specific tests.
However, you can still apply for many courses that don’t require Maths —just check the eligibility criteria for the universities you’re interested in. It’s always a good idea to review the specific requirements before selecting your subjects.
You should check on the official site for more information. CUET (https://cuet.nta.nic.in/)
Hello Anil,
For B.Sc. in Computer Science through CUET , you should select the following domain subjects :
I hope this answer helps you. If you have more queries, then feel free to share your questions with us, we will be happy to assist you.
Thank you, and I wish you all the best in your bright future.
hi ,
The eligibility criteria for CUET (Common University Entrance Test) UG 2025 depend on the specific universities and courses you are applying to. CUET itself does not have a minimum percentage requirement , but individual universities may have their own eligibility criteria.
CAN AN OBC STUDENT APPLY FOR CUET ?
- yes
However, check the eligibility criteria of the specific university and course you are interested in. Some courses (like B.Sc. in Science subjects) may require 50% or higher marks in Class 12, even with OBC relaxation.
hope this helps
A flight attendant is a professional whose primary duty is to ensure the safety and comfort of passengers during an airline flight. An individual who is pursuing a career as a flight attendant is part of the cabin crew for the plane, a team of personnel who operate a commercial, business, or even military aircraft while travelling domestically or internationally.
An individual pursuing a career as a flight attendant is specially trained for the aircraft in which he or she works since passenger safety is their foremost concern. In this article, we will discuss how to become a flight attendant in India or how to become a flight attendant after graduation.
An aerospace engineer designs, develops, tests, and maintains aircraft, spacecraft, and related systems. They apply physics and engineering principles to improve aerospace technologies, often working in aviation, defence, or space sectors. Key tasks include designing components, conducting tests, and performing research. A bachelor’s degree is essential, with higher roles requiring advanced study. The role demands analytical skills, technical knowledge, precision, and effective communication.
A career in the aviation industry always sounds exciting. But, there is no scope for the slightest error as it may cost the lives of many people. A Flight Engineer role comes with the responsibility of monitoring the aircraft engine and control systems while in flight. Whenever the aircraft is away from the home station, he or she is required to perform pre-flight and post-flight inspections
An Aircrew Officer operates and navigates aircraft, ensuring safe flights and compliance with aviation regulations. Key duties include managing flight systems, conducting pre- and post-flight checks, and adhering to safety standards. The role typically requires working five days a week, with around 120 flight hours monthly. Employment may be contractual or permanent, depending on the airline.
An air hostess, or flight attendant, ensures passenger safety and comfort during flights. Responsibilities include safety demonstrations, serving meals, managing the cabin, handling emergencies, and post-flight reporting. The role demands strong communication skills, a calm demeanour, and a service-oriented attitude. It offers opportunities to travel and work in the dynamic aviation and hospitality industry.
An aeronautical engineer designs, develops, tests, and maintains aircraft and related systems. They work on components like engines and wings, ensuring performance, safety, and efficiency. The role involves simulations, flight testing, research, and technological innovation to improve fuel efficiency and reduce noise. Aeronautical engineers collaborate with teams in aerospace companies, government agencies, or research institutions, requiring strong skills in physics, mathematics, and engineering principles.
A Safety Manager is a professional responsible for employee’s safety at work. He or she plans, implements and oversees the company’s employee safety. A Safety Manager ensures compliance and adherence to Occupational Health and Safety (OHS) guidelines.
An airline pilot operates aircraft to transport passengers and cargo safely. Responsibilities include pre-flight planning, in-flight operations, team collaboration, and post-flight duties. Pilots work in varying schedules and environments, often with overnight layovers. The demand for airline pilots is expected to grow, driven by retirements and industry expansion. The role requires specialized training and adaptability.
Welding Engineer Job Description: A Welding Engineer work involves managing welding projects and supervising welding teams. He or she is responsible for reviewing welding procedures, processes and documentation. A career as Welding Engineer involves conducting failure analyses and causes on welding issues.
A career as Transportation Planner requires technical application of science and technology in engineering, particularly the concepts, equipment and technologies involved in the production of products and services. In fields like land use, infrastructure review, ecological standards and street design, he or she considers issues of health, environment and performance. A Transportation Planner assigns resources for implementing and designing programmes. He or she is responsible for assessing needs, preparing plans and forecasts and compliance with regulations.
Individuals who opt for a career as an environmental engineer are construction professionals who utilise the skills and knowledge of biology, soil science, chemistry and the concept of engineering to design and develop projects that serve as solutions to various environmental problems.
A Safety Manager is a professional responsible for employee’s safety at work. He or she plans, implements and oversees the company’s employee safety. A Safety Manager ensures compliance and adherence to Occupational Health and Safety (OHS) guidelines.
A Conservation Architect is a professional responsible for conserving and restoring buildings or monuments having a historic value. He or she applies techniques to document and stabilise the object’s state without any further damage. A Conservation Architect restores the monuments and heritage buildings to bring them back to their original state.
A Structural Engineer designs buildings, bridges, and other related structures. He or she analyzes the structures and makes sure the structures are strong enough to be used by the people. A career as a Structural Engineer requires working in the construction process. It comes under the civil engineering discipline. A Structure Engineer creates structural models with the help of computer-aided design software.
Highway Engineer Job Description: A Highway Engineer is a civil engineer who specialises in planning and building thousands of miles of roads that support connectivity and allow transportation across the country. He or she ensures that traffic management schemes are effectively planned concerning economic sustainability and successful implementation.
Are you searching for a Field Surveyor Job Description? A Field Surveyor is a professional responsible for conducting field surveys for various places or geographical conditions. He or she collects the required data and information as per the instructions given by senior officials.
Individuals who opt for a career as geothermal engineers are the professionals involved in the processing of geothermal energy. The responsibilities of geothermal engineers may vary depending on the workplace location. Those who work in fields design facilities to process and distribute geothermal energy. They oversee the functioning of machinery used in the field.
A geologist attempts to comprehend the historical backdrop of the planet we live on, all the more likely to anticipate the future and clarify current events. He or she analyses the components, deployments, results, physical characteristics, and past of the planet. A geologist examines the landforms and landscapes of the earth in relation to the geology, climatic, and human processes that have shaped them.
A geologist studies earth procedures, for example, seismic tremors, avalanches, floods, and volcanic eruptions to review land and draw up safe structure plans. When he or she researches earth materials, explores metals and minerals, yet in addition search for oil, petroleum gas, water, and strategies to extricate these.
Energy efficiency engineering is a broad field of engineering which deals with energy efficiency, energy services, facility management, plant engineering, and sustainable energy resources. Energy efficiency engineering is one of the most recent engineering disciplines to emerge. The field combines the knowledge and understanding of physics, chemistry, and mathematics, with economic and environmental engineering practices. The main job of individuals who opt for a career as an energy performance engineer is to find the most efficient and sustainable path to operate buildings and manufacturing processes.
Individuals who opt for a career as energy performance engineers apply their understanding and knowledge to increase efficiency and further develop renewable sources of energy. The energy efficiency engineers also examine the use of energy in those procedures and suggest the ways in which systems can be improved.
A career as a Petroleum engineer is concerned with activities related to producing petroleum. These products can be in the form of either crude oil or natural gas. Petroleum engineering also requires the exploration and refinement of petroleum resources. Therefore, a career as a petroleum engineer comes up with oil and gas onshore jobs. There are also desk jobs in the petroleum industry. In layman’s terms, a petroleum engineer is a person who finds the best way to drill and extract oil from oil wells. Individuals who opt for a career as petroleum engineer also tries to find new ways to extract oil in an efficient manner.
A career as Transportation Planner requires technical application of science and technology in engineering, particularly the concepts, equipment and technologies involved in the production of products and services. In fields like land use, infrastructure review, ecological standards and street design, he or she considers issues of health, environment and performance. A Transportation Planner assigns resources for implementing and designing programmes. He or she is responsible for assessing needs, preparing plans and forecasts and compliance with regulations.
A career as a civil engineer is of great importance for the infrastructural growth of the country. It is one of the most popular professions and there is great professional as well as personal growth in this civil engineering career path. There is job satisfaction in this civil engineering career path, but it also comes with a lot of stress, as there are multiple projects that need to be handled and have to be completed on time. Students should pursue physics, chemistry and mathematics in their 10+2 to become civil engineers.
A career as a Transportation Engineer is someone who takes care of people's safety. He or she is responsible for designing, planning and constructing a safe and secure transportation system. The transportation sector has seen a huge transformation and is growing day by day and improving every day.
As a Transport Engineer, he or she needs to solve complex problems such as accidents, costs, traffic flow, and statistics. A Transport Engineer also collaborates for projects with some other companies.
A Loco Pilot operates trains, ensuring safe and timely transport of passengers or goods. Starting as an Assistant Loco Pilot, one can progress to senior roles with experience. The job demands technical knowledge, focus, and adherence to safety protocols. It involves coordination with train staff and may require working long hours under pressure.
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