JEE Advanced (IIT-JEE)

Marking differs by question type and by year, and is printed in the instructions on each paper. Multiple-correct questions have carried partial marks and negative marks in recent years. There is no official chapter weightage.Indian Institutes of Technology (IITs)

Welcome to the JEE Advanced (IIT-JEE) hub.

* Explore the Syllabus Dropdown Units on the right to see sub-topics and formulas.
* Click 'Launch Unit Studio' on any unit to enter its dedicated workspace.
* Ask any question below to solve problems according to Indian Institutes of Technology (IITs) scoring standards.

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JEE Advanced (IIT-JEE) syllabus: 9 units

Sets, Relations and Functions

No official chapter weightage

Sets and the operations on them, relations and equivalence relations, and functions: domain, range, one-one, onto, composition and inverse.

Comprehensive Unit Scope:

Sets and the operations on them, relations and equivalence relations, and functions: domain, range, one-one, onto, composition and inverse.

Sub-Topics & Theorems (4):

Sets, subsets, power set; union, intersection, complement and difference; De Morgan's laws

Relations and equivalence relations; domain, codomain and range

Into, onto and one-to-one functions; composition and inverse of functions

Even and odd functions; sum, difference, product and quotient of functions

Core Formula Benchmark:

(A \cup B)' = A' \cap B', \quad n(A \cup B) = n(A) + n(B) - n(A \cap B)

Launch Sets, Relations and Functions Studio

Algebra

No official chapter weightage

Complex numbers, quadratic equations, progressions, logarithms, permutations and combinations, and the binomial theorem.

Matrices

No official chapter weightage

Matrix operations, determinants and inverses up to order three, and solving simultaneous linear equations.

Probability and Statistics

No official chapter weightage

Probability rules, conditional probability and Bayes' theorem, measures of central tendency and dispersion, and random variables.

Trigonometry

No official chapter weightage

Trigonometric functions and their graphs, the addition and multiple-angle formulae, trigonometric equations, and inverse trigonometric functions.

Analytical Geometry

No official chapter weightage

Straight lines, circles and conic sections in two dimensions; lines and planes in three dimensions.

Differential Calculus

No official chapter weightage

Limits and continuity, differentiation and its rules, and applications: tangents, monotonicity, maxima and minima, and the mean value theorems.

Integral Calculus

No official chapter weightage

Indefinite and definite integrals, areas under simple curves, and first-order differential equations.

Vectors

No official chapter weightage

Vector addition and scalar multiplication, dot and cross products, and scalar and vector triple products with their geometrical meaning.