The CUET BPharm syllabus 2025 is released by NTA on its official website exams.nta.ac.in/CUET-UG. Candidates can download the CUET BPharm entrance exam syllabus pdf from the website.The CUET BPharm 2025 syllabus includes four core subjects which are Biology/Mathematics, Physics and Chemistry.
B.Pharma or Bachelor of Pharmacy is a four year undergraduate course. The CUET B.Pharm admission is done on the basis of marks scored by the candidates in Common University Entrance Test (CUET) exam. Candidates who have passed Class 12 with a minimum aggregate of 50% or appearing are eligible for CUET. The B.Pharm admission will commence soon after the announcement of CUET results. For more such information on CUET B.Pharm 2025 syllabus candidates can refer to the article given below.
Latest: GPAT Study Material
B.Pharma is a four year undergraduate course which is divided into eight semesters, two semesters in each year. The major highlights of the CUET are given below.
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 |
Official website | exams.nta.ac.in/CUET-UG |
Note: Candidates can choose any three subjects based on their educational background. Candidates who have cleared their 12th with PCM can choose Physics, Chemistry and Mathematics. Those of PCB stream can choose Physics, Chemistry and Biology.
Students aspiring to pursue B. Pharmacy from central universities must appear for the CUET 2025 exam. The CUET B Pharma entrance exam syllabus 2025 covers a range of topics from chemical bonding, chemical kinetics, atomic structure, organic compounds and biomolecules in chemistry. Mechanics, Thermodynamics, waves and optics from physics. Calculus, algebra and probability from mathematics. Cell biology, genetics and biotechnology from biology. Given below is the subject wise topic distribution for CUET 2025 examination.
The Biology part of BPharma CUET syllabus consists of the following topics.
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. |
The Physics part of CUET pharmacy syllabus consists of the following topics.
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 |
The Chemistry part of CUET BPharm syllabus consists of the following topics.
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 |
The Mathematics part of CUET syllabus for BPharma consists of the following topics.
Topic | Sub-topic |
|---|---|
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 | |
To score well in GPAT in a short time, focus on high-yield topics, revise standard notes, practice previous year papers, take mock tests regularly, and manage time efficiently. Prioritize understanding over memorization for better retention.
Preparing for the Graduate Pharmacy Aptitude Test (GPAT) is a significant undertaking, and having the right study materials is crucial. While the idea of downloading books in PDF format for free might seem appealing, it's important to be cautious about copyright issues and the reliability of such sources. Often, illegally shared PDFs may not be the latest editions or might lack the quality and accuracy of official publications.
However, there are legitimate ways to access study materials and previous year's question papers online. Many coaching institutes and educational websites offer free sample PDFs, notes, and even previous year's question papers in PDF format as part of their promotional content or to aid students in their preparation. Websites dedicated to pharmacy education or GPAT preparation are good places to start your search for these resources.
Keep in mind that the official syllabus for GPAT 2025, which is conducted by the National Board of Examinations in Medical Sciences (NBEMS), is your primary guide. Focus on understanding the topics outlined in the syllabus for subjects like Pharmaceutics, Pharmaceutical Chemistry, Pharmacology, Pharmacognosy, Pharmaceutical Analysis, and other relevant areas. Look for online resources that align with this official syllabus.
While you might find some free PDFs, consider investing in well-regarded GPAT preparation books. These books are usually compiled by experienced educators and cover the syllabus comprehensively with practice questions and explanations. You can often find reviews and recommendations for these books on online forums and discussion groups dedicated to GPAT preparation. Additionally, solving previous years' question papers is extremely helpful in understanding the exam pattern, the type of questions asked, and the difficulty level. Many websites offer these for download, sometimes for free. Remember to verify the source and ensure the papers are genuine.
HELLO DEAR,
As of today,April 20, 2025, the GPAT application form has already been closed. The registration period was from April 1 to April 21, 2025.
if you have already submitted you application and you want to check its status here how you can check it:-
Please note that the correction window for any correction or updating in the application form will be open from April 25 to April 28, 2025 , you can use this period for correcting your application if you have any doubt.
you can check this link for more doubts:- https://pharmacy.careers360.com/exams/gpat
Hello,
You should immediately contact the GPAT 2025 conducting authority or the helpdesk for corrections.
Explain the mistake and request them to update the name. It's important to correct it as soon as possible to avoid any issues during the exam or results process.
Hope it helps !
Hey aspirant ,
I hope you are doing well. As per your mentioned query , the application form for GPAT exam has been closed. The last date for the application form was 21 April , 2025 . The exam will be held on 25 May , 2025 .
To know more, kindly go through the given link:
https://pharmacy.careers360.com/exams/gpat
I hope this helps you!
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