Important Dates and Parameters
Some important parameters and dates regarding All India Manipal University Online Entrance Test – 2012 are -
- Dates of booking test center online: 21st March, 2012 to 28th March, 2012
- Last Date of submission of completed Application Forms: 10th March, 2012
- Examination Dates: 15th April, 22nd April, 29th April, and 6th May, 2012
- Application Mode: Candidates can download the application from the university’s official website and make the examination fee payment online through net banking, credit or debit cards. Fees can also be paid through demand draft, amounting to INR 1500 (INR 1000 toward examination fee and INR 500 toward application fee), and drawn in favor of “Manipal University”, payable at Udupi or Manipal. The form is also available in selected branches of State Bank of India and Syndicate Bank.
Contact Address:
The Director – Admissions,
Manipal University,
Manipal-576104,
Karnataka
Email: admissions@manipal.edu
Website: www.admissions.manipal.edu
Eligibility Criteria
Candidates need to complete higher secondary or XIIth board examination from a recognized institute with a minimum of 50% in aggregate. Candidates completing American 12th grade, A Level or equivalent examination are also eligible to apply. Candidates appearing in the qualifying examination are also eligible to apply, provided they submit the mark sheets at the time of admission. The age of the candidates should be a minimum of 17 years.
Syllabus
The examination pattern of the All India Manipal University Online Entrance Test – 2012 is as follows:
| Subject | No. of Questions | |
|---|---|---|
| I | Physics | 60 |
| II | Chemistry | 60 |
| III | Biology / Mathematics | 80 |
| IV | English and General Aptitude | 40 |
** Duration of the test is 2.30 hours. The questions are of objective (MCQ) types.
MU-OET 2012 Test Centers
The following are the Mo OET test centers -
- Manipal
- Kolkata
- Mumbai
- Allahabad
- Ahmedabad
- Bangalore
- Bhubaneshwar
- Bhopal
- Chennai
- Chandigarh
- Ernakulam
- Coimbatore
- Delhi
- Gangtok
- Guwahati
- Jamshedpur
- Hyderabad
- Jaipur
- Kanpur
- Lucknow
- Kota
- Patna
- Mangalore
- Ranchi
- Varanasi
- Noida
- Pune
- Vijayawada
The detailed syllabus of each subject is as follows:
Physics
- Dynamics – (Newton’s laws of motion, Surface tension, Fluid Dynamics, Work – power – energy, Concurrent Co-plannar forces, Gravitation)
- Heat – (Mode of heat transfer, Gas laws)
- Geometrical Optics
- Waves
- Sound
- Physical Optics – Light
- Electrostatics
- Current Electricity
- Atomic Physics
Chemistry
- Stoichiometry
- Atomic Structure
- Periodic Properties
- Oxidation Number
- Gaseous State
- Chemical Kinetics
- Organic Compounds With Oxygen-2, Amines
- Hydrocarbons-2
- Haloalkanes
- Coordination Compounds
- Chemical Bonding – 2
- Chemical Thermodynamics-2
- Solid State
- Electrochemistry
- Organic Chemistry
- Isomerism-2
- Carbohydrates
- Oils And Fats
- Amino Acids And Proteins
- Metallurgy – 2
- Industrially Important Compounds:
- Group 18, Nobel Gases
- D – Block Elements (Transition Elements)
- Theory Of Dilute Solutions
- Colloids
Biology
- Biosystematics
- Cell Biology
- Chromosomes
- Cell Reproduction
- Meiotic division and its significance
- Botany – (Diversity of life on earth, Viruses, Bacteria, Kingdom Protista, Cyanobacteria, Chrysophyta (Diatoms), Plant Tissues and Systems,
- Euglenophyta (Euglena) and Protozoa, Kingdom Metaphyta, Kingdom Mycota¸ Pteridophyta, Gymnosperms, Angiosperms, Taxonomy and Economic Botany)
- Introduction to Biology
- Biomolecules
- Origin of life and organic evolution
- Zoology – (Diversity of animal life, Study of Morphology, Animal resources)
- Molecular Biology
- Genetics
- Biotechnology
- Genetic Engineering
- Biodiversity
- Global issues
- Man in health and diseases
- Continuity of life
- Fertilization
- Human Reproduction
- Fertility control
- Infertility control
- Sexually transmitted diseases
Mathematics
- Algebra
- Partial Fractions
- Logarithms
- Mathematical Induction
- Summation Of Finite Series
- Theory Of Equations
- Binomial Theorem
- Mathematical Logic
- Graph Theory
- Analytical Geometry
- Limits And Continuity
- Trigonometry
- Elements Of Number Theory
- Group Theory
- Vectors
- Matrices And Determinants
- Analytical Geometry – (Circles, Conic Sections)
- Complex Numbers
- Differentiation
- Applications Of Derivatives
- Inverse Trigonometric Functions
- General Solutions Of Trigonometric Equations
- Integration
- Definite Integrals
- Differential Equations
General English & Aptitude
- Basic Grammar
- Spotting of errors
- Sentence improvement
- Vocabulary
- Reasoning