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  #2  
Old June 16th, 2013, 02:35 PM
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Join Date: Jun 2013
Default Re: NEW IIT Entrance Pattern

Here I am describing the new IIT JEE Entrance exam pattern:-

Pattern:
In the new IIT JEE entrance exam there will be two exams:
The JEE (Main) followed by the JEE (Advanced)
The time gap between these exams will be two or three weeks.
The IITs admissions will be based on the rank in the JEE (Advanced) exam.
The New IITJEE exam is a single stage exam and only objective type questions will be asked in this exam

JEE Syllabus:
JEE (Main) exam will be equivalent to AIEEE exam and conducted by CBSE.
JEE (Advanced) exam will be equivalent to the IITJEE and will be held by the IITs.

No. of Attempts:
Only two attempts are allowed.

Eligibility:
A candidate must be into Top-20% students of respective board (ICSE, CBSE & State Boards etc).

Selection Procedure:

Only top-20% of each board will considered for admission into IITs.Only top 1, 50,000 candidates from the JEE (Main) will be qualified to appear in the JEE (Advanced) examination.

Exam Dates: The tentative dates for exam are:

JEE (Main): April, 2013
JEE (Advance): May, 2013
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  #3  
Old October 1st, 2015, 04:09 PM
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Default Re: NEW IIT Entrance Pattern

I have applied for Indian Institute of Technology Joint Entrance Examination IIT JEE exam and I want to know the new pattern of this exam so can you tell me?
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  #4  
Old October 1st, 2015, 04:09 PM
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Join Date: Dec 2011
Default Re: NEW IIT Entrance Pattern

Joint Entrance Examination (JEE) is an all India common engineering entrance examination for admission in various engineering colleges and courses all over the country.

Joint Entrance Examination (JEE) main exam pattern-

Paper I will be held in both online and offline modes.

Total Exam Duration – 3 hours

Paper 1 Sections (Pen and Paper based or Computer based) –

Physics
Chemistry
Mathematics

Paper 2 Sections (Only Pen and Paper based) –


Physics
Chemistry
Mathematics & Drawing
Aptitude Test

Total Questions – 90

Maximum Marks – 360

Marks for correct answer – (+4)

Marks for negative answer – (-1)

Zero marks will be deducted for no answer

JEE Main Syllabus– Class 11th and 12th

A topic wise break up for class 11 and 12 topics for the syllabus of JEE Main is given below.

Physics-

Unit, dimension, measurement
Kinematics
Newtons laws of motion
Circular motion
Work, power, energy
Momentum and collision
Centre of mass and Inertia
Rotational dynamics
Elasticity, Calorimetry, Thermal expansion
Ktg and thermodynamics
Simple Harmonic Motion
Mechanical Waves
Fluid Mechanics

Chemistry-

Periodic table and properties
Mole concept
Nomenclature of organic compounds
Chemical bonding
Gaseous state
Electronic displacement effect
Atomic structure
Isomerism
Redox and equivalent concepts
Chemical and ionic equilibrium
Chemical kinetics
Nuclear chemistry (radioactivity)

Mathematics-

Logarithms and related expressions
Compound angles
Quadratic equations and expressions
Sequence and progression
Trignometric functions,equations,inequations
Solutions of triangle
Straight line and pair of lines
Circles
Permutation and combination
Binomial Theorem
Sets, relations, functions
Mathematical induction and reasoning

Class 12 topics for JEE Main 2016 syllabus

Physics-

Geometrical Optics
Wave Optics
Electrostatics
Gravitation
Current Electricity
Capacitance
Magnetic Effect of Current & Magnetism
Electromagnetic Induction & AC
Nuclear physics and radioactivity
Dual nature of matter and radiation
Electronic devices
Communication systems
Errors in Measurements & Instruments

Chemistry-

Halogen Derivative
Co-ordination Compounds
Aliphatic Hydrocarbons
Aromatic Hydrocarbons
Liquid Solution & Surface Chemistry
Metallurgy
Alcohol & Ether
Phenol
Solid State
Qualitative Analysis
Carbonyl compounds
s, p, d & f block elements
Thermodynamics & Thermochemistry
Electrochemistry
Biomolecules
Polymers
Carboxylic acids & its derivative
Amines
Practical Organic Chemistry

Mathematics-

Limit, Continuity, Derivability
Method of differentiation
Indefinite Integral
Definite Integral
Application of Derivatives
Determinant & Matrices
Vectors
3-dimensional geometry
Probability
Differential Equation
Area under curve
Parabola, Ellipse, Hyperbola
Complex Number
Statistics
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