CUET B.Pharm Syllabus 2026 for Biology, Physics, Chemistry, Maths

Particulars

Details

CUET BPharm Full form

Common University Entrance Test for B.Pharmacy

Exam conducting authority

National Testing Agency (NTA)

Degree level

Undergraduate

Exam level

National level exam

Duration of course

4 years

Exam format

Multiple choice questions (MCQ’s)

Eligibility criteria

Class 12 with PCM or PCB

Career opportunities

Pharmacist, Chemist or Biochemist

Topic

Sub-topic

Reproduction

Human reproduction, reproduction in organisms, reproductive health, sexual reproduction in flowering plants

Genetics and evolution

Heredity and variation, evolution, molecular basis of inheritance

Biotechnology and its applications

Application of biotechnology in health and agriculture, principles and processes of biotechnology

Ecology and environment

Ecosystems, biodiversity and its conservation, environmental issues

Biology and human welfare

Health and diseases, improvement in food production, microbes in human welfare.

CUET BPharm syllabus: Biology pdf

Topic

Sub-topic

Electrostatistics

Electric charges and their conservation, electric field, electric flux, electric potential, conductors and insulators.

Current electricity

Flow of electric charge, carbon resistors, resistance, Kirchoff’s law, potentiometer

Magnetic effects of current and magnetism

Magnetic field, ampere’s law, ampere, torque, galvanometer, dipole moment, magnetic substances, factors and permanent magnets.

Electromagnetic induction and alternating current

Electromagnetic induction

Electromagnetic waves

EM waves and their characteristics, electromagnetic spectrum

Optics

Reflection, refraction

Dual nature of matter and radiation

Photoelectric effect and waves

Atom and Nuclei

Alpha particles, isotopes, radioactivity

Electronic devices

Conductors, insulators, semi-conductors, transistor, amplifier, oscillator

Communication systems

Propagation of EM waves, detection of waves

CUET BPharm syllabus: Physics pdf

Topic

Sub-topic

Solid state

Classification of solids, electric and magnetic properties, conductors, semiconductors and insulators

Solutions

Types of solutions, expression of concentration, colligative properties, vapour pressure, freezing point, osmotic pressure

Electrochemistry

Redox reactions, conductance, molar conductivity, electrolytic and galvanic cell, EMF, corrosion

Chemical kinetics

Rate of reaction and affecting factors, half life, collision, activation energy

Surface chemistry

Adsorption, solutions, colloids, suspensions, tyndall effect, brownian movement, electrophoresis, coagulation, emulsion

General Principles and Processes of Isolation of Elements

Principles and methods of extracting aluminium, copper, zinc and iron

P-block elements

Group - 16,17,18 elements of periodic table

d and f block elements

Transition metals, lanthanoids and actinoids

Coordination compounds

Ligands, coordination number, colour, magnetic properties, nomenclature, isomerism

Halo-alkanes and Halo-arenes

Nomenclature, substitution reactions

Alcohols, Phenols and Ethers

Nomenclature methods of preparation, physical and chemical properties, uses.

Aldehydes, ketones and carboxylic acids

Nomenclature, acidic nature, methods of preparation, physical and chemical properties, uses.

Organic compounds containing nitrogen

Amines, cyanides, isocyanides and diazonium salts

Biomolecules

Carbohydrates, proteins and vitamins and nucleic acids

Polymers

Classification

Chemistry in everyday life

Chemicals, foods and cleansing agents

CUET BPharm syllabus: Chemistry pdf

Algebra

Matrices and types of Matrices

Equality of Matrices, transpose of a Matrix, Symmetric and Skew Symmetric Matrix

Algebra of Matrices

Determinants

Inverse of a Matrix

Solving of simultaneous equations using Matrix Method

Calculus

Higher order derivatives

Tangents and Normals

Increasing and Decreasing Functions

Maxima and Minima

Integration and its Applications

Indefinite integrals of simple functions

Evaluation of indefinite integrals

Definite Integrals

Application of Integration as area under the curve

Differential Equations

Order and degree of differential equations

Formulating and solving of differential equations with variable separable

Probability Distributions

Random variables and its probability distribution

Expected value of a random variable

Variance and Standard Deviation of a random variable

Binomial Distribution

Linear Programming

Mathematical formulation of Linear Programming Problem,

Graphical method of solution for problems in two variables

Feasible and infeasible regions

Optimal feasible solution

CUET BPharm syllabus: Mathematics pdf