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JMI Entrance Exam 2022 - Application Form (Out), Dates, Eligibility, Fees, Pattern, Syllabus
Latest Update for JMI Entrance Exam
- 23 Apr 2022:
JMI BA LLB application form 2022 released, to apply - Click here
- 13 Apr 2022:
JMI 2022 admission for UG Non CUET and PG courses begins from April 14.
- 13 Apr 2022:
JMI 2022 application form for non CUET UG and PG courses to be released tomorrow.
Stay up-to date with JMI Entrance Exam News
About JMI Entrance Exam 2022
Jamia Millia Islamia has started the JMI admission process 2022 for undergraduate (Non-CUET) and postgraduate programmes on April 14. Candidates can apply for JMI entrance exam 2022 by filling and submitting the application form till submission deadline, May 12. The admit card for JMI entrance examination 2022 will be released on May 16. Candidates will be able to download their JMI entrance examination 2022 admit card by using their login credentials. can apply for the entrance test by filling the application form. The entrance exam of Jamia Millia Islamia will be held on June 2. Candidates qualifying the JMI entrance examination 2022 will be enrolled into various UG and PG courses offered by the different streams of arts, science and commerce. Staring this year, JMI will offer admission to 10 UG courses through CUET.
The university will conduct the entrance test for Jamia Millia Islamia admission 2022 in seven cities of India. The JMI entrance exam result 2022 will be announced on the official website of the university. Jamia Millia Islamia will also release a JMI final selection list 2022 after the declaration of result. The final JMI selection list 2022 will be prepared on the basis of candidate's performance in the entrance test and interview or group discussion. JMI admission 2022 will be done on the basis of merit in the entrance test, subject to the fulfilment of eligibility requirements and the number of seats available in the course applied and appeared for.
Contact Details -
Jamia Millia Islamia
Jamia Nagar
New Delhi - 110025
India
Phone - +91(11)26981717,26984617, 26984658,
26988044,26987183
JMI Entrance Exam 2022 Highlights
Full Exam Name | Jamia Millia Islamia Entrance Examination |
Short Exam Name | JMI Entrance Exam |
Conducting Body | Jamia Millia Islamia |
Frequency of Conduct | Once a year |
Exam Level | University Level Exam |
Languages | English |
Mode of Application | Online |
Application Fee (General) | 700 Rs [Online] |
Mode of Exam | Offline |
Mode of Counselling | Offline |
Participating Colleges | 2 |
Exam Duration | 1 Hour 45 Minutes |

JMI Entrance Exam 2022 Important Dates
Upcoming Dates and Events
14 Apr, 2022 - 12 May, 2022
Application | Mode: Online Ongoing
13 May, 2022 - 15 May, 2022
Application Correction | Mode: Online
16 May, 2022
Admit Card | Mode: Online
02 Jun, 2022
Exam | Mode: Offline
30 Sep, 2022
Last date for submitting qualifying exam result - Start Date | Mode: Online
JMI Entrance Exam 2022 Eligibility Criteria
JMI Entrance Exam B.A. L.L.B Eligibility Criteria
JMI BA LLB Eligibility Criteria 2022 will be announced by Jamia Millia Islamia mentioning the guidelines candidates have to fulfill to be considered for admission. Candidates will get all the information regarding the minimum academic qualification and age bar required to appear in JMI BA LLB 2022. As per the eligibility criteria of JMI BA LLB 2022, a candidate needs to pass 10+2 qualifying exam or equivalent in any discipline (Commerce/Science/Arts/Humanities) under state/national board of education. Also, candidates need to have a minimum of 50% marks in aggregate of core subjects and English Language subject. It should be noted that there is no age bar to appear in JMI BA LLB 2022.
JMI Entrance Exam B.B.A Eligibility Criteria
Candidates appearing in JMI Entrance Examination to seek admission into BBA programme need to follow the JMI BBA eligibility criteria which mentions that a candidate should possess a senior secondary certificate or equivalent examination with not less than 50% marks in aggregate.
JMI Entrance Exam B.A.(Hons) English Eligibility Criteria
Candidates must have completed class 10+2 with English as a subject or equivalent examination to be considered eligible for appearing in the JMI entrance examination of BA Hons. The percentage secured by candidates in the Class 10+2 must with not less than 50% marks in aggregate as per the JMI BA Hons 2022 eligibility criteria set by the university.
JMI Entrance Exam B.A.(Hons) Economics Eligibility Criteria
As per the JMI eligibility criteria 2022 for BA Hons. Economics, candidate must have passed class 10+2 or equivalent examination with not less than 50% marks in aggregate. It must be noted that there is no age bar for candidates appearing in the JMI BA Hons. Economics Entrance Exam.
JMI Entrance Exam B.A. Eligibility Criteria
As per the JMI 2022 eligibility criteria for BA, candidates must have scored 50% aggregate or more in the class 10+2 examination with 5 subjects. The university has informed that those candidates who fail to meet the eligibility criteria of JMI 2022 will not be allowed to appear in the JMI entrance exam and will be declared ineligible for the courses/programmes they applied for. The JMI eligibility criteria 2022 mentions various key factors such as age limit, academic qualification and nationality which the candidates must meet to be eligible to appear in the JMIEE. The candidates who do not meet the JMI eligibility criteria 2022 .
JMI Entrance Exam B.Com(Hons) Eligibility Criteria
Candidates appearing in JMI B.Com Hons. Entrance exam need to take a glance at the eligibility criteria which mentions the minimum academic qualifications and age bar to appear in the entrance examination. As per the JMI B.Com Hons. eligibility criteria 2022, a candidate needs to pass his 10+2 examination with 50% marks in aggregate of the 5 subjects.
JMI Entrance Exam B.Sc. Eligibility Criteria
To be eligible for the JMI B.Sc entrance exam, candidates must have to completed their class 10+2 with a minimum aggregate of 50% marks in subjects i.e Physics , Chemistry and Mathematics . Candidates are advised to check and understand the JMI B.Sc eligibility criteria 2022 before they start the application process.
JMI Entrance Exam B.Sc. Biotechnology Eligibility Criteria
The eligibility criteria of JMI B.Sc Biotechnology 2022 will be released along with the admission notification on the JMI entrance test portal. Candidates should read the JMI entrance exam B.Sc Biotechnology eligibility criteria 2022 before applying for admission. According to the JMI B.Sc Biotechnology eligibility criteria 2022, candidates must have a Senior Secondary School Certificate or an equivalent examination with not less than 50% marks in each science subjects namely - Physics , Chemistry , Biology / Mathematics .
JMI Entrance Exam B.Sc.(Hons) Physics Eligibility Criteria
Candidates who wish to appear in the JMI entrance exam for B.Sc Hons. Physics 2022 must match the eligibility criteria set by the Jamia Millia Islamia. According to the JMI entrance exam B.Sc Hons. Physics eligibility criteria, a candidate must have a Senior Secondary School Certificate or an equivalent examination with at least a minimum aggregate of 50% marks in the subjects namely - Physics, Chemistry and Mathematics and also in other subjects concerned.
JMI Entrance Exam B.Sc.(Hons) Chemistry Eligibility Criteria
Jamia Millia Islamia has released the JMI B.Sc Hons. Chemistry eligibility criteria 2022 along with the official notification brochure in online mode. According to the eligibility criteria of JMI B.Sc Hons. Chemistry 2022, candidates must possess a Senior Secondary School Certificate or an equivalent examination with not less than 50% marks in the subjects namely - Physics , Chemistry and Mathematics and also in other subjects concerned. They should also read and understand the JMI B.Sc Hons. Chemistry eligibility criteria before starting the application process.
JMI Entrance Exam B.Sc.(Hons) Mathematics Eligibility Criteria
Candidates who are apply for admission to JMI B.Sc Hons. Mathematics are advised to go through the eligibility criteria set by the Jamia Millia Islamia. The JMI B.Sc Hons. Mathematics eligibility criteria 2022 is the minimum academic qualifications and age bar that a candidate must meet to appear in the entrance test. The eligibility criteria of JMI B.Sc Hons. Mathematics mentions that candidates must have a Senior Secondary School Certificate or an equivalent examination with not less than 50% marks in the subjects namely - Physics, Chemistry and Mathematics and also in other subjects concerned.
JMI Entrance Exam 2022 Application Process
Mode of Application : Online
Mode of Payment : Net Banking | Credit Card | Debit Card | Other
Application Fees
Category | Quota | Mode | Gender | Amount |
---|---|---|---|---|
ST, OBC, SC, General | Online | Transgender, Female, Male | ₹ 700 |
JMI Entrance Exam B.A. L.L.B Application Details
Jamia Millia Islamia application form will be released in April, in online mode and could be filled by candidates who meet the prescribed eligibility criteria.
Before filling up the application form of JMI BA LLB 2022, candidates were required to register themselves through a validation link provided. Candidates need to provide all the relevant details like personal details, address details, academic details. After filling the JMI BA LLB 2022 application form successfully, candidates had to remit the prescribed application fee.
JMI Entrance Exam B.A. Application Details
The JMI entrance exam application process 2022 has begun from April 14, in online mode. Before candidates start to fill the JMI 2022 application form, they need to first register themselves with using an active email address and mobile number wherein they will receive a validation link to login. After candidates login through the validation link, they have to enter their academic, personal and contact details in the application form of JMI entrance exam 2022. Once candidates have filled the application form, they have to upload all the prerequisite documents also remit the prescribed JMI application fee. Candidates are advised to keep a copy save with themselves for future references.
JMI Entrance Exam 2022 Syllabus
JMI Entrance Exam B.A. L.L.B Syllabus
Legal language english including comprehension
Current affairs
Legal aptitude/Legal reasoning
General studies
Elementary mathematics (numerical ability)
JMI Entrance Exam B.B.A Syllabus
Language skills
General awareness
Reasoning
Numerical ability
JMI Entrance Exam B.A.(Hons) English Syllabus
Authors, books, current literary scene in India and abroad
Unseen passage for comprehension
Grammar and vocabulary
Essay
JMI Entrance Exam B.A.(Hons) Economics Syllabus
Language skills
General awareness
Reasoning
Numerical ability
JMI Entrance Exam B.A. Syllabus
Language skills
General awareness
Reasoning
Numerical ability
JMI Entrance Exam B.Com(Hons) Syllabus
Language skills
General awareness
Reasoning
Numerical ability
JMI Entrance Exam B.Sc. Syllabus
Physics
Chemistry
General chemistry/physical chemistry |
---|
Atomic mass, extraction of metals, gas laws, ideal gas equation, kinetic molecular theory of gases, constituents of the atom, nuclear model of atom, Bohr's atomic model (mathematical details excluded), quantum mechanical model of atom |
Aufbau principle, Hund's Rule |
Paul's exclusion principle, de Broglie equation, uncertainty principle, shapes of orbitals, modern periodic table, periodic trends in properties, ionization energy, electron affinity, atomic radii, and electronegativity, chemical bonds |
Quantum theory of covalent bonds, hydrogen bond, hybridization involving s.p. and d orbital, shapes of molecules, VSEPR concept, molecular orbital theory, solid state, X-ray studies of crystals, packing in crystals, crystal lattices |
Internal energy |
Enthalpy |
Hess's law |
Entropy, free energy, heat of reactions, concept of chemical equilibrium, law of equilibrium, Le Chatelier's principle, and its applications, ionisation of electrolytes, acid base equilibrium, solubility product, ionization of water, pH, redox reactions |
Galvanic cell and its EMF |
Electrode potential, effects of temperature, and concentration |
Electrolysis, oxidation number, solutions, lowering of vapour pressure, Raoult’s law |
Chemical kinetics, rates of reaction, its dependence on concentration, order of a reaction, factors affecting rate of a reaction, rate constant, half life period of first order reaction, absorption |
Colloidal state, preparation and properties of colloidal solutions, gold no, radioactivity |
Half life, carbon dating, chemical thermodynamics |
Inorganic chemistry |
---|
Preparation and properties of the following: Hydrogen, oxygen, halogens, noble gases, water, hydrogen peroxide, nitrogen, boron, silicon, phosphorous, sulphur, sodium, potassium, magnesium |
Preparation and properties of the following: Calcium |
Preparation and properties of the following: Aluminum, iron, copper, silver |
Preparation and properties of the following: Gold |
Preparation and properties of the following: Zinc, elements, cement, glass |
Preparation and properties of the following: Plastics, soaps, detergents, coordination compound |
Organic chemistry |
---|
Organic radicals, ions, inductive, electromeric and resonance effects, isomerism, homologous series |
General preparation and functional group properties of the following with emphasis on points noted against each of them-(a) Alkanes (free radical substitution) alkenes (electrophilic addition, Markownikoffs addition, peroxide effect) and alkynes |
(b) Alcohol, distinctions, holoform reaction (c) alkyl halides (nucleophlic substitution), (d) carbonyl compounds (nucleophilic, addition, polymerization, and condensation), (e) ethers and carboxylic acids |
(f) Amines (classification, distinction, basic nature), (g) benzene (resonance), toluene |
Phenol, glycerol |
Oils and fats, proteins, nucleic acids |
Carbohydrates and lipids |
Mathematics
Set theory and higher algebra |
---|
Algebra of sets, relation, one |
Many one |
Onto and into mappings, inverse mapping, composite mapping |
Bounded and unbounded sets neighbourhood of a point, domain, codomain, range |
Square roots of polynomial quadratic surds |
Unity, A.P., H.P., G.P. and other related miscellaneous series, A.G.P., method of differences, sum of the squares and cubes of first n natural numbers, simple geometrical problems of permutations, and combinations |
General terms in the expansions of logarithmic, exponential series, binomial, and multinomial theorems, remainder theorem, factor theorem, rationalising factor of binomial surd of different orders |
Conversion of a fraction and a quadratic surds into a continued fraction, inequalities |
Periodic function |
Hyperbolic function, inverse hyperbolic functions, greatest integer functions, absolute function, signum function |
Even and odd functions, transcendental functions, rational, and irrational algebraic functions etc. |
Vector algebra |
---|
Linear combination of vectors, linear dependence and independence of vectors, geometrical applications of dot (scalar) and cross (vector) product of two, three, and four vectors |
Plane and solid geometry |
---|
Classification of curves represented by general polynomial equations (homogeneous and non-homogeneous) of second degree in x and y, homogeneous equations of nth degree, detailed study of families of straight lines, and circles |
Parabola, ellipse, and hyperbola |
Condition of tangency of a line to a curve of any positive integral degree in x and, simple problems on plane, straight line in space, and sphere |
Trigonometry |
---|
Trigonometrical conditional identities and equations, relations between sides, angles, and radii of incircle, circum circle, and excribed circle associated with triangle, inverse circular functions, polar form of complex number |
Euler's formula, values of (a+ib)p/q, applications of De-Moivre's theorem |
Determinants and matrices |
---|
Multiplications of determinants and matrices, adjoint, and inverse of matrices, rank of matrix, Cramer's rule, applications of determinants, and matrices |
Geometrical transformations (i.e. reflection, rotation, translation, enlargement), their composition, and representation by matrices |
Limit, continuity, monotonicity |
Differentiability, differentiation of composite function, implicit relation, parametric forms, logarithmic differentiation, differentiation by transformations, increasing, and decreasing functions, tangent, normal |
Maxima and minima of a function of one variable, velocity, acceleration, Rolle's theorem, Lagrange's mean value theorem, standard results on successive (ordinary and partial) differentiation |
L' Hopital's rule, seven indeterminate forms, Euler's theorem on homogenous function for partial differentiation, simple problems on Leibnitz's theorem |
Equations of tangent plane and normal line at any point of 3D figures |
Integral calculus |
---|
Integration by well known standard results, by substitutions, by parts, by partial fractions, some well known definite integrals, propelties of definite integrals, reduction formulae |
Applications of definite integral in finding the area of bounded region in x-y plane, volume, and lateral (curved) surface area of some well known 3-D solids obtained by revolution, mean value |
Mean square value |
Root mean square value of a function for a given interval, calculation of a interval in which the value of a given definite integral exists |
Differential equations |
---|
Formation of ordinary and partial differential equations |
General and particular solution of O.D.E. of I order and I degree (i.e. variable separable for, homogeneous form, linear form, exact form, and their reducible form obtained by some transformations, and integrating factors) |
O.D.E. of I order but not of I degree |
General solution of dny/dxn=G(x), d 2 y/dx 2 = H(y) |
Mathematical statistics |
---|
Karl Pearson's simple correlation coefficient for a tabulated function between two variable, coefficients of covariance, and variation |
Lines of Regression |
Regression coefficients properties of binomial |
Normal and Poission distributions |
Measures of skewness and kurtosis |
Dynamics and statics: Standard formulas and elementary problems |
General awareness/reasoning/general English
Reasoning |
---|
Logical, symbolic, verbal, and mathematical reasoning, finding odd-one out, matching, differences, similarities, prediction, finding missing values in number series, alphabet series, test of direction sense, coding-decoding, number ranking |
Arithmetical reasoning, blood relations, analogy, decision making, nonverbal series, mirror images, grouping identical figures, and common reasoning fallacies |
General English |
---|
Vocabulary, punctuation, syntax, verb, forms, spelling, synonyms, antonyms, homonyms, tense, use of preposition, conjunctions, active and passive voice, simple, complex, and compound sentences, degree of comparison, and direct, and indirect speech |
General awareness |
---|
Current affairs, historical persons, events, places etc. |
JMI Entrance Exam B.Sc. Biotechnology Syllabus
Biological sciences
Physics
Chemistry
Mathematics
JMI Entrance Exam B.Sc.(Hons) Physics Syllabus
Physics
Chemistry
General chemistry/physical chemistry |
---|
Atomic mass, extraction of metals, gas laws, ideal gas equation, kinetic molecular theory of gases, constituents of the atom, nuclear model of atom, Bohr's atomic model (mathematical details excluded), quantum mechanical model of atom |
Aufbau principle, Hund's Rule |
Paul's exclusion principle, de Broglie equation, uncertainty principle, shapes of orbitals, modern periodic table, periodic trends in properties, ionization energy, electron affinity, atomic radii, and electronegativity, chemical bonds |
Quantum theory of covalent bonds, hydrogen bond, hybridization involving s.p. and d orbital, shapes of molecules, VSEPR concept, molecular orbital theory, solid state, X-ray studies of crystals, packing in crystals, crystal lattices |
Internal energy |
Enthalpy |
Hess's law |
Entropy, free energy, heat of reactions, concept of chemical equilibrium, law of equilibrium, Le Chatelier's principle, and its applications, ionisation of electrolytes, acid base equilibrium, solubility product, ionization of water, pH, redox reactions |
Galvanic cell and its EMF |
Electrode potential, effects of temperature, and concentration |
Electrolysis, oxidation number, solutions, lowering of vapour pressure, Raoult’s law |
Chemical kinetics, rates of reaction, its dependence on concentration, order of a reaction, factors affecting rate of a reaction, rate constant, half life period of first order reaction, absorption |
Colloidal state, preparation and properties of colloidal solutions, gold no, radioactivity |
Half life, carbon dating, chemical thermodynamics |
Inorganic chemistry |
---|
Preparation and properties of the following: Hydrogen, oxygen, halogens, noble gases, water, hydrogen peroxide, nitrogen, boron, silicon, phosphorous, sulphur, sodium, potassium, magnesium |
Preparation and properties of the following: Calcium |
Preparation and properties of the following: Aluminum, iron, copper, silver |
Preparation and properties of the following: Gold |
Preparation and properties of the following: Zinc, elements, cement, glass |
Preparation and properties of the following: Plastics, soaps, detergents, coordination compound |
Organic chemistry |
---|
Organic radicals, ions, inductive, electromeric and resonance effects, isomerism, homologous series |
General preparation and functional group properties of the following with emphasis on points noted against each of them-(a) Alkanes (free radical substitution) alkenes (electrophilic addition, Markownikoffs addition, peroxide effect) and alkynes |
(b) Alcohol, distinctions, holoform reaction (c) alkyl halides (nucleophlic substitution), (d) carbonyl compounds (nucleophilic, addition, polymerization, and condensation), (e) ethers and carboxylic acids |
(f) Amines (classification, distinction, basic nature), (g) benzene (resonance), toluene |
Phenol, glycerol |
Oils and fats, proteins, nucleic acids |
Carbohydrates and lipids |
Mathematics
Set theory and higher algebra |
---|
Algebra of sets, relation, one |
Many one |
Onto and into mappings, inverse mapping, composite mapping |
Bounded and unbounded sets neighbourhood of a point, domain, codomain, range |
Square roots of polynomial quadratic surds |
Unity, A.P., H.P., G.P. and other related miscellaneous series, A.G.P., method of differences, sum of the squares and cubes of first n natural numbers, simple geometrical problems of permutations, and combinations |
General terms in the expansions of logarithmic, exponential series, binomial, and multinomial theorems, remainder theorem, factor theorem, rationalising factor of binomial surd of different orders |
Conversion of a fraction and a quadratic surds into a continued fraction, inequalities |
Periodic function |
Hyperbolic function, inverse hyperbolic functions, greatest integer functions, absolute function, signum function |
Even and odd functions, transcendental functions, rational, and irrational algebraic functions etc. |
Vector algebra |
---|
Linear combination of vectors, linear dependence and independence of vectors, geometrical applications of dot (scalar) and cross (vector) product of two, three, and four vectors |
Plane and solid geometry |
---|
Classification of curves represented by general polynomial equations (homogeneous and non-homogeneous) of second degree in x and y, homogeneous equations of nth degree, detailed study of families of straight lines, and circles |
Parabola, ellipse, and hyperbola |
Condition of tangency of a line to a curve of any positive integral degree in x and, simple problems on plane, straight line in space, and sphere |
Trigonometry |
---|
Trigonometrical conditional identities and equations, relations between sides, angles, and radii of incircle, circum circle, and excribed circle associated with triangle, inverse circular functions, polar form of complex number |
Euler's formula, values of (a+ib)p/q, applications of De-Moivre's theorem |
Determinants and matrices |
---|
Multiplications of determinants and matrices, adjoint, and inverse of matrices, rank of matrix, Cramer's rule, applications of determinants, and matrices |
Geometrical transformations (i.e. reflection, rotation, translation, enlargement), their composition, and representation by matrices |
Limit, continuity, monotonicity |
Differentiability, differentiation of composite function, implicit relation, parametric forms, logarithmic differentiation, differentiation by transformations, increasing, and decreasing functions, tangent, normal |
Maxima and minima of a function of one variable, velocity, acceleration, Rolle's theorem, Lagrange's mean value theorem, standard results on successive (ordinary and partial) differentiation |
L' Hopital's rule, seven indeterminate forms, Euler's theorem on homogenous function for partial differentiation, simple problems on Leibnitz's theorem |
Equations of tangent plane and normal line at any point of 3D figures |
Integral calculus |
---|
Integration by well known standard results, by substitutions, by parts, by partial fractions, some well known definite integrals, propelties of definite integrals, reduction formulae |
Applications of definite integral in finding the area of bounded region in x-y plane, volume, and lateral (curved) surface area of some well known 3-D solids obtained by revolution, mean value |
Mean square value |
Root mean square value of a function for a given interval, calculation of a interval in which the value of a given definite integral exists |
Differential equations |
---|
Formation of ordinary and partial differential equations |
General and particular solution of O.D.E. of I order and I degree (i.e. variable separable for, homogeneous form, linear form, exact form, and their reducible form obtained by some transformations, and integrating factors) |
O.D.E. of I order but not of I degree |
General solution of dny/dxn=G(x), d 2 y/dx 2 = H(y) |
Mathematical statistics |
---|
Karl Pearson's simple correlation coefficient for a tabulated function between two variable, coefficients of covariance, and variation |
Lines of Regression |
Regression coefficients properties of binomial |
Normal and Poission distributions |
Measures of skewness and kurtosis |
Dynamics and statics: Standard formulas and elementary problems |
General awareness/reasoning/general English
Reasoning |
---|
Logical, symbolic, verbal, and mathematical reasoning, finding odd-one out, matching, differences, similarities, prediction, finding missing values in number series, alphabet series, test of direction sense, coding-decoding, number ranking |
Arithmetical reasoning, blood relations, analogy, decision making, nonverbal series, mirror images, grouping identical figures, and common reasoning fallacies |
General English |
---|
Vocabulary, punctuation, syntax, verb, forms, spelling, synonyms, antonyms, homonyms, tense, use of preposition, conjunctions, active and passive voice, simple, complex, and compound sentences, degree of comparison, and direct, and indirect speech |
General awareness |
---|
Current affairs, historical persons, events, places etc. |
JMI Entrance Exam B.Sc.(Hons) Chemistry Syllabus
Physics
Chemistry
General chemistry/physical chemistry |
---|
Atomic mass, extraction of metals, gas laws, ideal gas equation, kinetic molecular theory of gases, constituents of the atom, nuclear model of atom, Bohr's atomic model (mathematical details excluded), quantum mechanical model of atom |
Aufbau principle, Hund's Rule |
Paul's exclusion principle, de Broglie equation, uncertainty principle, shapes of orbitals, modern periodic table, periodic trends in properties, ionization energy, electron affinity, atomic radii, and electronegativity, chemical bonds |
Quantum theory of covalent bonds, hydrogen bond, hybridization involving s.p. and d orbital, shapes of molecules, VSEPR concept, molecular orbital theory, solid state, X-ray studies of crystals, packing in crystals, crystal lattices |
Internal energy |
Enthalpy |
Hess's law |
Entropy, free energy, heat of reactions, concept of chemical equilibrium, law of equilibrium, Le Chatelier's principle, and its applications, ionisation of electrolytes, acid base equilibrium, solubility product, ionization of water, pH, redox reactions |
Galvanic cell and its EMF |
Electrode potential, effects of temperature, and concentration |
Electrolysis, oxidation number, solutions, lowering of vapour pressure, Raoult’s law |
Chemical kinetics, rates of reaction, its dependence on concentration, order of a reaction, factors affecting rate of a reaction, rate constant, half life period of first order reaction, absorption |
Colloidal state, preparation and properties of colloidal solutions, gold no, radioactivity |
Half life, carbon dating, chemical thermodynamics |
Inorganic chemistry |
---|
Preparation and properties of the following: Hydrogen, oxygen, halogens, noble gases, water, hydrogen peroxide, nitrogen, boron, silicon, phosphorous, sulphur, sodium, potassium, magnesium |
Preparation and properties of the following: Calcium |
Preparation and properties of the following: Aluminum, iron, copper, silver |
Preparation and properties of the following: Gold |
Preparation and properties of the following: Zinc, elements, cement, glass |
Preparation and properties of the following: Plastics, soaps, detergents, coordination compound |
Organic chemistry |
---|
Organic radicals, ions, inductive, electromeric and resonance effects, isomerism, homologous series |
General preparation and functional group properties of the following with emphasis on points noted against each of them-(a) Alkanes (free radical substitution) alkenes (electrophilic addition, Markownikoffs addition, peroxide effect) and alkynes |
(b) Alcohol, distinctions, holoform reaction (c) alkyl halides (nucleophlic substitution), (d) carbonyl compounds (nucleophilic, addition, polymerization, and condensation), (e) ethers and carboxylic acids |
(f) Amines (classification, distinction, basic nature), (g) benzene (resonance), toluene |
Phenol, glycerol |
Oils and fats, proteins, nucleic acids |
Carbohydrates and lipids |
Mathematics
Set theory and higher algebra |
---|
Algebra of sets, relation, one |
Many one |
Onto and into mappings, inverse mapping, composite mapping |
Bounded and unbounded sets neighbourhood of a point, domain, codomain, range |
Square roots of polynomial quadratic surds |
Unity, A.P., H.P., G.P. and other related miscellaneous series, A.G.P., method of differences, sum of the squares and cubes of first n natural numbers, simple geometrical problems of permutations, and combinations |
General terms in the expansions of logarithmic, exponential series, binomial, and multinomial theorems, remainder theorem, factor theorem, rationalising factor of binomial surd of different orders |
Conversion of a fraction and a quadratic surds into a continued fraction, inequalities |
Periodic function |
Hyperbolic function, inverse hyperbolic functions, greatest integer functions, absolute function, signum function |
Even and odd functions, transcendental functions, rational, and irrational algebraic functions etc. |
Vector algebra |
---|
Linear combination of vectors, linear dependence and independence of vectors, geometrical applications of dot (scalar) and cross (vector) product of two, three, and four vectors |
Plane and solid geometry |
---|
Classification of curves represented by general polynomial equations (homogeneous and non-homogeneous) of second degree in x and y, homogeneous equations of nth degree, detailed study of families of straight lines, and circles |
Parabola, ellipse, and hyperbola |
Condition of tangency of a line to a curve of any positive integral degree in x and, simple problems on plane, straight line in space, and sphere |
Trigonometry |
---|
Trigonometrical conditional identities and equations, relations between sides, angles, and radii of incircle, circum circle, and excribed circle associated with triangle, inverse circular functions, polar form of complex number |
Euler's formula, values of (a+ib)p/q, applications of De-Moivre's theorem |
Determinants and matrices |
---|
Multiplications of determinants and matrices, adjoint, and inverse of matrices, rank of matrix, Cramer's rule, applications of determinants, and matrices |
Geometrical transformations (i.e. reflection, rotation, translation, enlargement), their composition, and representation by matrices |
Limit, continuity, monotonicity |
Differentiability, differentiation of composite function, implicit relation, parametric forms, logarithmic differentiation, differentiation by transformations, increasing, and decreasing functions, tangent, normal |
Maxima and minima of a function of one variable, velocity, acceleration, Rolle's theorem, Lagrange's mean value theorem, standard results on successive (ordinary and partial) differentiation |
L' Hopital's rule, seven indeterminate forms, Euler's theorem on homogenous function for partial differentiation, simple problems on Leibnitz's theorem |
Equations of tangent plane and normal line at any point of 3D figures |
Integral calculus |
---|
Integration by well known standard results, by substitutions, by parts, by partial fractions, some well known definite integrals, propelties of definite integrals, reduction formulae |
Applications of definite integral in finding the area of bounded region in x-y plane, volume, and lateral (curved) surface area of some well known 3-D solids obtained by revolution, mean value |
Mean square value |
Root mean square value of a function for a given interval, calculation of a interval in which the value of a given definite integral exists |
Differential equations |
---|
Formation of ordinary and partial differential equations |
General and particular solution of O.D.E. of I order and I degree (i.e. variable separable for, homogeneous form, linear form, exact form, and their reducible form obtained by some transformations, and integrating factors) |
O.D.E. of I order but not of I degree |
General solution of dny/dxn=G(x), d 2 y/dx 2 = H(y) |
Mathematical statistics |
---|
Karl Pearson's simple correlation coefficient for a tabulated function between two variable, coefficients of covariance, and variation |
Lines of Regression |
Regression coefficients properties of binomial |
Normal and Poission distributions |
Measures of skewness and kurtosis |
Dynamics and statics: Standard formulas and elementary problems |
General awareness/reasoning/general English
Reasoning |
---|
Logical, symbolic, verbal, and mathematical reasoning, finding odd-one out, matching, differences, similarities, prediction, finding missing values in number series, alphabet series, test of direction sense, coding-decoding, number ranking |
Arithmetical reasoning, blood relations, analogy, decision making, nonverbal series, mirror images, grouping identical figures, and common reasoning fallacies |
General English |
---|
Vocabulary, punctuation, syntax, verb, forms, spelling, synonyms, antonyms, homonyms, tense, use of preposition, conjunctions, active and passive voice, simple, complex, and compound sentences, degree of comparison, and direct, and indirect speech |
General awareness |
---|
Current affairs, historical persons, events, places etc. |
JMI Entrance Exam B.Sc.(Hons) Mathematics Syllabus
Physics
Chemistry
General chemistry/physical chemistry |
---|
Atomic mass, extraction of metals, gas laws, ideal gas equation, kinetic molecular theory of gases, constituents of the atom, nuclear model of atom, Bohr's atomic model (mathematical details excluded), quantum mechanical model of atom |
Aufbau principle, Hund's Rule |
Paul's exclusion principle, de Broglie equation, uncertainty principle, shapes of orbitals, modern periodic table, periodic trends in properties, ionization energy, electron affinity, atomic radii, and electronegativity, chemical bonds |
Quantum theory of covalent bonds, hydrogen bond, hybridization involving s.p. and d orbital, shapes of molecules, VSEPR concept, molecular orbital theory, solid state, X-ray studies of crystals, packing in crystals, crystal lattices |
Internal energy |
Enthalpy |
Hess's law |
Entropy, free energy, heat of reactions, concept of chemical equilibrium, law of equilibrium, Le Chatelier's principle, and its applications, ionisation of electrolytes, acid base equilibrium, solubility product, ionization of water, pH, redox reactions |
Galvanic cell and its EMF |
Electrode potential, effects of temperature, and concentration |
Electrolysis, oxidation number, solutions, lowering of vapour pressure, Raoult’s law |
Chemical kinetics, rates of reaction, its dependence on concentration, order of a reaction, factors affecting rate of a reaction, rate constant, half life period of first order reaction, absorption |
Colloidal state, preparation and properties of colloidal solutions, gold no, radioactivity |
Half life, carbon dating, chemical thermodynamics |
Inorganic chemistry |
---|
Preparation and properties of the following: Hydrogen, oxygen, halogens, noble gases, water, hydrogen peroxide, nitrogen, boron, silicon, phosphorous, sulphur, sodium, potassium, magnesium |
Preparation and properties of the following: Calcium |
Preparation and properties of the following: Aluminum, iron, copper, silver |
Preparation and properties of the following: Gold |
Preparation and properties of the following: Zinc, elements, cement, glass |
Preparation and properties of the following: Plastics, soaps, detergents, coordination compound |
Organic chemistry |
---|
Organic radicals, ions, inductive, electromeric and resonance effects, isomerism, homologous series |
General preparation and functional group properties of the following with emphasis on points noted against each of them-(a) Alkanes (free radical substitution) alkenes (electrophilic addition, Markownikoffs addition, peroxide effect) and alkynes |
(b) Alcohol, distinctions, holoform reaction (c) alkyl halides (nucleophlic substitution), (d) carbonyl compounds (nucleophilic, addition, polymerization, and condensation), (e) ethers and carboxylic acids |
(f) Amines (classification, distinction, basic nature), (g) benzene (resonance), toluene |
Phenol, glycerol |
Oils and fats, proteins, nucleic acids |
Carbohydrates and lipids |
Mathematics
Set theory and higher algebra |
---|
Algebra of sets, relation, one |
Many one |
Onto and into mappings, inverse mapping, composite mapping |
Bounded and unbounded sets neighbourhood of a point, domain, codomain, range |
Square roots of polynomial quadratic surds |
Unity, A.P., H.P., G.P. and other related miscellaneous series, A.G.P., method of differences, sum of the squares and cubes of first n natural numbers, simple geometrical problems of permutations, and combinations |
General terms in the expansions of logarithmic, exponential series, binomial, and multinomial theorems, remainder theorem, factor theorem, rationalising factor of binomial surd of different orders |
Conversion of a fraction and a quadratic surds into a continued fraction, inequalities |
Periodic function |
Hyperbolic function, inverse hyperbolic functions, greatest integer functions, absolute function, signum function |
Even and odd functions, transcendental functions, rational, and irrational algebraic functions etc. |
Vector algebra |
---|
Linear combination of vectors, linear dependence and independence of vectors, geometrical applications of dot (scalar) and cross (vector) product of two, three, and four vectors |
Plane and solid geometry |
---|
Classification of curves represented by general polynomial equations (homogeneous and non-homogeneous) of second degree in x and y, homogeneous equations of nth degree, detailed study of families of straight lines, and circles |
Parabola, ellipse, and hyperbola |
Condition of tangency of a line to a curve of any positive integral degree in x and, simple problems on plane, straight line in space, and sphere |
Trigonometry |
---|
Trigonometrical conditional identities and equations, relations between sides, angles, and radii of incircle, circum circle, and excribed circle associated with triangle, inverse circular functions, polar form of complex number |
Euler's formula, values of (a+ib)p/q, applications of De-Moivre's theorem |
Determinants and matrices |
---|
Multiplications of determinants and matrices, adjoint, and inverse of matrices, rank of matrix, Cramer's rule, applications of determinants, and matrices |
Geometrical transformations (i.e. reflection, rotation, translation, enlargement), their composition, and representation by matrices |
Limit, continuity, monotonicity |
Differentiability, differentiation of composite function, implicit relation, parametric forms, logarithmic differentiation, differentiation by transformations, increasing, and decreasing functions, tangent, normal |
Maxima and minima of a function of one variable, velocity, acceleration, Rolle's theorem, Lagrange's mean value theorem, standard results on successive (ordinary and partial) differentiation |
L' Hopital's rule, seven indeterminate forms, Euler's theorem on homogenous function for partial differentiation, simple problems on Leibnitz's theorem |
Equations of tangent plane and normal line at any point of 3D figures |
Integral calculus |
---|
Integration by well known standard results, by substitutions, by parts, by partial fractions, some well known definite integrals, propelties of definite integrals, reduction formulae |
Applications of definite integral in finding the area of bounded region in x-y plane, volume, and lateral (curved) surface area of some well known 3-D solids obtained by revolution, mean value |
Mean square value |
Root mean square value of a function for a given interval, calculation of a interval in which the value of a given definite integral exists |
Differential equations |
---|
Formation of ordinary and partial differential equations |
General and particular solution of O.D.E. of I order and I degree (i.e. variable separable for, homogeneous form, linear form, exact form, and their reducible form obtained by some transformations, and integrating factors) |
O.D.E. of I order but not of I degree |
General solution of dny/dxn=G(x), d 2 y/dx 2 = H(y) |
Mathematical statistics |
---|
Karl Pearson's simple correlation coefficient for a tabulated function between two variable, coefficients of covariance, and variation |
Lines of Regression |
Regression coefficients properties of binomial |
Normal and Poission distributions |
Measures of skewness and kurtosis |
Dynamics and statics: Standard formulas and elementary problems |
General awareness/reasoning/general English
Reasoning |
---|
Logical, symbolic, verbal, and mathematical reasoning, finding odd-one out, matching, differences, similarities, prediction, finding missing values in number series, alphabet series, test of direction sense, coding-decoding, number ranking |
Arithmetical reasoning, blood relations, analogy, decision making, nonverbal series, mirror images, grouping identical figures, and common reasoning fallacies |
General English |
---|
Vocabulary, punctuation, syntax, verb, forms, spelling, synonyms, antonyms, homonyms, tense, use of preposition, conjunctions, active and passive voice, simple, complex, and compound sentences, degree of comparison, and direct, and indirect speech |
General awareness |
---|
Current affairs, historical persons, events, places etc. |
JMI Entrance Exam 2022 Exam Pattern
JMI Entrance Exam B.A. L.L.B Exam Pattern
Jamia Millia Islamia has announced the exam pattern of JMI BA LLB 2022 along with the application form.
As per the JMI BA LLB Exam Pattern 2022, the exam will be conducted in an offline mode for 2 hours in English language.
Candidates will be tested on the subjects namely - Legal Language English including Comprehension, Current affairs, Legal Aptitude/Legal Reasoning, General Studies and Elementary Mathematics (Numerical Ability). There will be one mark each for correct answers and negative marking for each wrong answers. Candidates will be given 150 questions of 1 mark each of objective nature.
JMI Entrance Exam B.A. Exam Pattern
As per the JMI entrance exam 2022 exam pattern, the entrance test will be held in offline (Pen-paper) mode in seven different cities within India. The question paper of JMI entrance exam 2022 will consist of Multiple Choice Questions (MCQs). The JMI 2022 exam pattern will help candidates to get familiar with the the structure and format of questions that are asked in the entrance test. It will also helps the students to get an idea of the subjects they should study to prepare for the exam.
JMI Entrance Exam 2022 Admit Card
JMI Entrance Exam B.A. Admit Card
The JMI admit card 2022 for the entrance examination will be released on the official website of the Jamia Millia Islamia. Candidates who have successfully submitted their application form can download the JMI 2022 admit card by entering login credentials in the login window. It is mandatory for the test takers to bring the JMI entrance exam admit card 2022 with themsselves to the examination centre. The applicants will be informed about about the admit card of JMI 2022 release on their respective mobile numbers via SMS.
JMI Entrance Exam 2022 Exam Centers
State | City |
---|---|
Kerala | Calicut |
Delhi | New Delhi |
Uttar Pradesh | Lucknow |
Bihar | Patna |
West Bengal | Kolkata |
Assam | Guwahati |
Jammu and Kashmir | Srinagar |
Documents Required at Exam
- JMI admit card 2022
- Valid photo id
JMI Entrance Exam 2022 Result
JMI Entrance Exam B.A. L.L.B Result
Jamia Millia Islamia will declare the result of JMI BA LLB 2022 around the third week of June. JMI BA LLB Result 2022 includes information on the qualifying status along with the scores secured by the candidates along with the candidates roll number, father’s name and registration number. To download the JMI BA LLB 2022 result, candidates need to follow below steps -
- The candidate will be required to click on the given result link.
- The result will appear in a pdf format.
- The candidates need to find their names and check the marks secured in the exam.
JMI Entrance Exam B.A. Result
The Jamia Millia Islamia will declare the JMI entrance examination result 2022 on the official website of the university. Candidates who appeared in the entrance exam will be able to check the result of JMI entrance exam 2022 by typing in their login credentials in the JMI result login window. The university will release the JMI entrance test 2022 result in the form of a pdf along with the counselling dates for each and every programme. Candidates whose roll number appears in the result of JMI need to complete the counselling process by verifying their documents and paying the admission fee.
JMI Entrance Exam 2022 Cutoff
JMI Entrance Exam B.A. Cutoff
Jamia Millia Islamia will release the JMI cutoff 2022 in online mode. The JMI 2022 cutoff is the minimum qualifying marks which candidates need to secure to be considered eligible for the entrance test. The cut off of JMI 2022 mentions minimum marks that decide if the candidates are eligible for the admission or not. It should be known that the JMI cutoff 2022 may vary depending on candidate's category and the programmes they have applied for. The JMI cutoff 2022 will be released after the entrance exam result has been announced.
JMI Entrance Exam 2022 Counselling
JMI Entrance Exam B.A. Counselling
The counselling process of JMI 2022 will start after the declaration of final display list. The university will release the JMI counselling schedule 2022 along with the selection lists on the official website of the university. Only those candidates who qualify the entrance exam with suitable marks and mentioned in the selection list will be invited to participate in the JMI 2022 counselling session. To take part in the JMI counselling 2022, candidates have to first register themselves on the university’s official website. Then, candidates need to verify their original documents on the schedules date to ensure they fulfill the required eligible criteria. The JMI counselling 2022 includes two steps which are verification of the candidate’s official documents and submission of the fees for the programme.
JMI Entrance Exam 2022 Selection Process
JMI Entrance Exam B.A. L.L.B Selection Process
After the declaration of results, candidates who have qualified in the exam were called for the JMI BA LLB 2022 counselling.
The counselling process would include a number of steps including verification of documents and payment of the admission fee.
Candidates who get selected for admission are required to fill a ‘Student Registration Form’ wherein they have to give their full details like name, father’s name and any other relevant details. After which an admission slip is generated on the candidate's name for remitting the admission fee after the successful registration.
Candidates can opt from different payment modes, like Cash, Online Mode (Net Banking, Credit Cards & Debit Cards) and Demand draft too. Shortlisted candidates will receive JMI BA LLB counselling 2022 call letters for participating in the admission process.
Documents Required at Counselling
- Aadhar card
- Character certificate
- Migration certificate
- Last qualifying exam marksheet
General Information
Frequently Asked Questions (FAQs)
Question:When will the JMI application form 2022 be released?
Answer:
The JMI 2022 application form has been released on April 14.
Question:When can I check the JMI selection list?
Answer:
The university will release the selection list of JMI 2022 after the declaration of the results.
Question:What are the seats offered at MSc Physics in Jamia Millia Islamia?
Answer:
The total seats offered in MSc Physics programme at JMI are 40.
Question:What is the mode of JMI entrance test 2022?
Answer:
The JMI entrance exam 2022 will be conducted in pen and paper-based mode.
Question:When will JMI admit card 2022 be released?
Answer:
The JMI 2022 admit card will be released on May 16.
Question:When will JMI entrance examination 2022 be conducted?
Answer:
The JMI 2022 entrance test will be conducted on June 2.
Question:Is Jamia Millia Islamia a central university?
Answer:
Yes, Jamia Millia Islamia is a central university.
Question:Does Jamia Millia Islamia have affiliated colleges?
Answer:
No, Jamia Millia Islamia does not have any affiliated colleges.
Questions related to JMI Entrance Exam
if I want to get addmision in jmi so I have to appear cuet exam this year or the entrance exam of jmi??
You're seeking admission in which course, as of now CUET is being conducted only for undergraduate courses, and JMI is also participating University regarding this, and the courses it's offering under CUET are as follows:
BA Hons Hindi
BA Hons Sanskrit
BA Hons French and Francophone Studies
BA Hons Economics
BA Hons History
BA Hons Spanish and Latin America Studies
BA Hons Turkish Language and Literature
BSc Hons Physics
BVoc Solar Energy
BSc Biotechnology
If you're interested in applying for these courses, and you fulfill the eligibility criteria, then visit the official website at cuet.samarth.ac.in to know more details regarding this.
plz tell me entrance exam pattern of bsc biotechnology 2022
Hello aspirant!
Hope you are doing good!
BSc in Biotechnology is a 3 yr UG course.
The entrance exam pattern for most BSc Biotechnology courses include basics of cell biology, molecular biology, genetics, anatomy and physiology. Along with basics of chemistry and physics.
For more information, you can visit the following link- https://www.careers360.com/courses/biotechnology-course
Hope this information helps!
Good luck!
i want to change my examination centre from visakhapatnam to Goa, what is the right procedure to change examination centre ??
Generally changing the examination centre will not be applicable for all the exams that was only applicable for specific examinations.And we can change our centre when they allowed in their website but not on other times.Here you didn't mention that for which examination you are asking to change centre.Kindly mention it
A student who is already a garduate and wants to do law , whwere he should apply, ? is enrance test is required for distance learning as well for law at jamia
As you have done your graduation now you can opt for 3 years law course.For getting admission you have to write LAWCET which was conducted by the particular state as you are from.Some private colleges were also there where they give you the admission without any requirement of LAWCET but according to your previous year academics.For the admission in JAMIA there will be an entrance test.
Hope this helps you.
All the best
Respected sir , please let me know, when will the registration start for AMU and JMI entrance exam for B.tech. ?
The Jamia Millia Islamia (JMI) University conducts the Jamia Millia Islamia entrance test to shortlist candidates for admission in various UG, PG, Diploma, Advanced Diploma, MPhil, PhD and certificate courses such as Engineering, Architecture & Planning, Hospitality & Travel, Animation, Mass Communication, Humanities & Social Sciences, Commerce as well as Teaching & Education.JMI entrance exam 2022 application forms will be released in the third week of May 2022. AMU application forms will be opened from March -April.
Hope this helps you.
All the best