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    AP EAMCET Maths Syllabus 2026 (Out) – Chapters, Weightage & Key Topics
    • AP EAMCET Exam
    • AP EAMCET Maths Syllabus 2026 (Out) – Chapters, Weightage & Key Topics

    AP EAMCET Maths Syllabus 2026 (Out) – Chapters, Weightage & Key Topics

    #AP EAMCET
    Team Careers360Updated on 05 Feb 2026, 10:54 AM IST

    AP EAMCET Maths Syllabus 2026: APSCHE has published the AP EAMCET 2026 Maths syllabus on the official website, eapcet-sche.aptonline.in/EAPCET. Mathematics is the most important subject in the AP EAMCET 2026 exam, as it will cover 50% of the total questions. A total of 160 questions will be asked in the AP EAMCET 2026 exam, with 80 questions from mathematics, each carrying one mark. The authority released the topic-wise mathematics syllabus along with the AP EAMCET official brochure. The AP EAMCET exam will be conducted from May 12 to 20, 2026. Candidates can refer to the article below to know the comprehensive AP EAMCET Maths syllabus 2026.

    This Story also Contains

    1. AP EAMCET Maths Syllabus 2026
    2. AP EAMCET 2026 Maths Syllabus With Weightage
    3. AP EAMCET 2026 Paper Pattern
    AP EAMCET Maths Syllabus 2026 (Out) – Chapters, Weightage & Key Topics
    AP EAMCET Maths Syllabus 2026

    The AP EAMCET 2026 Maths syllabus is based on the class 11 & 12th syllabus. Alongwith the syllabus, candidates attempting the exam must also become familiar with the AP EAMCET 2026 exam pattern.

    AP EAMCET Maths Syllabus 2026

    The authority released the AP EAMCET 2026 syllabus for Mathematics on the official website, sche.aptonline.in/EAPCET. Candidates can check the syllabus for AP EAMCET 2026 maths in the table below.

    ChapterTopics

    ALGEBRA

    • Functions: Types, definitions, domain, range, inverse functions and theorems.

    • Mathematical Induction: Principle, theorems, applications, divisibility problems.

    • Matrices: Types, scalar multiplication, multiplication, transpose, determinants & properties, adjoint, inverse, rank, consistency of equations, solutions of simultaneous equations.

    • Complex Numbers: Ordered pairs, operations, a+ib form, modulus & amplitude, polar/Argand representation.

    • De Moivre’s Theorem: Integral & rational indices, nth roots of unity, geometrical interpretation.

    • Quadratic Expressions: Equations in one variable, sign changes, maxima/minima, quadratic inequations.

    • Theory of Equations: Roots-coefficients relation, equations with special relations, complex roots, transformation & reciprocal equations.

    • Permutations & Combinations: Counting principle, linear & circular permutations, with/without repetition, combinations & theorems.

    • Binomial Theorem: Positive integral index, rational index, approximations.

    • Partial Fractions: Non-repeated, repeated, and irreducible factors.

    TRIGONOMETRY

    • Ratios & Transformations: Graphs, periodicity, compound angles, multiple/sub-multiple angles, sum-product rules.

    • Trigonometric Equations: General and simple solutions.

    • Inverse Trigonometric Functions: Bijective form, graphs, properties.

    • Hyperbolic Functions: Definitions, graphs, inverse functions, addition formulae.

    • Properties of Triangles: Relations between sides/angles, sine, cosine, tangent, projection rules, half-angle, area, incircle, excircle.

    VECTOR ALGEBRA

    • Addition of Vectors: Triads, classification, addition, scalar multiplication, angles, components, linear combinations, equations of line/plane.

    • Product of Vectors: Dot product, projections, properties, angle, plane equations, angle between planes, cross product, vector/triple products, skew lines, shortest distance, coplanarity.

    • MEASURES OF DISPERSION & PROBABILITY

    • Dispersion: Range, mean deviation, variance, standard deviation, coefficient of variation.

    • Probability: Random experiments, classical & axiomatic definitions, addition & multiplication theorems, independent/dependent events, conditional probability, Bayes’ theorem.

    • Distributions: Random variables, Binomial & Poisson distributions.

    COORDINATE GEOMETRY

    • Locus: Definition, equations, problems.

    • Transformation of Axes: Rules, rotation, illustrations.

    • Straight Line: Forms, intersections, families, concurrency, angles, perpendicular/parallel lines, distances, triangle properties.

    • Pair of Lines: Equations through origin, conditions for perpendicular/parallel, bisectors, general second-degree equations.

    • Circle: Standard form, equations from diameter/three points, tangents, normals, chords, poles, conjugates, pair of tangents, relative positions.

    • System of Circles: Orthogonality, radical axis, radical center, common chord/tangent.

    • Conic Sections:


      • Parabola: Equations, forms, parametric, tangents, normals.

      • Ellipse: Equations, parametric, tangents, normals.

      • Hyperbola: Equations, parametric, tangents, normals, asymptotes.

    • 3D Geometry:


      • Coordinates, section formula, centroid of triangle/tetrahedron.

      • Direction Cosines & Ratios.

      • Plane: Cartesian equations, forms, simple problems.

    CALCULUS

    • Limits & Continuity: Intervals, neighborhoods, standard limits, continuity.

    • Differentiation: Derivatives of functions, trigonometric/inverse/hyperbolic, higher-order, methods.

    • Applications: Errors, approximations, tangents/normals, lengths, angles between curves, rates of change, Rolle’s & Lagrange’s theorems, increasing/decreasing, maxima/minima.

    • Integration: Standard forms, substitution, algebraic, trigonometric, exponential, logarithmic, inverse trigonometric, parts, reduction, partial fractions.

    • Definite Integrals: As limit of sum, area, properties, reduction formulae, applications.

    • Differential Equations: Formation, degree/order, methods - separable, homogeneous, non-homogeneous, linear.

    AP EAMCET 2026 Maths Syllabus With Weightage

    Here are the high weightage chapters of AP EAMCET Mathematics 2026.

    Chapter Name% Weightage

    Trigonometry Related

    10.41%

    Probability & Statistics

    9.17%

    Algebra (Core)

    8.75%

    Binomial & Combinatorics

    7.50%

    Calculus (incl. Functions)

    12.50%

    Coordinate Geometry

    30.83%

    Matrices

    5.42%

    Complex Numbers

    4.17%

    Vector Algebra

    8.33%

    Others (Minor Topics)

    2.91%

    AP EAMCET B.Tech

    AP EAMCET Counselling

    AP EAMCET 2026 Paper Pattern

    ParticularsDetilas

    Total Questions

    160

    Type of Questions

    Only Multiple Choice Questions(MCQ)

    Subjects

    Maths, Physics, Chemistry

    Question Distribution

    Maths : 80

    Physics : 40

    Chemistry : 40

    Marking Scheme

    Each question will carry one mark

    No provision of negative marking

    Frequently Asked Questions (FAQs)

    Q: What are the main topics in AP EAMCET Maths Syllabus 2026?
    A:

    The syllabus covers Algebra, Trigonometry, Vector Algebra, Probability, Coordinate Geometry, and Calculus.

    Q: Is the AP EAMCET Maths syllabus based on Intermediate syllabus?
    A:

    Yes, it is based on the Intermediate I & II year syllabus of Andhra Pradesh Board of Intermediate Education.

    Q: Does AP EAMCET Maths syllabus include Calculus?
    A:

    Yes, Limits, Differentiation, Integration, Differential Equations, and Applications of Derivatives/Integrals are part of the syllabus.

    Q: When will AP EAMCET 2026 exam be held?
    A:

    The AP EAMCET 2026 exam will be conducted from May 12 to 20, 2026.

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    Popular AP EAMCET Questions

    In the following the most stable conformation of n-butane is:

    Option: 1


    Option: 2


    Option: 3


    Option: 4


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    A ball is thrown vertically upward with a velocity of 20 ms-1 from a top of a multistory building. The height of the point from where the ball is thrown is 25 m from the ground. The height to which the ball rises from the ground and time taken before the ball hits the ground is (g:=10 ms-2)

    Option: 1

    20 m, 2s


    Option: 2

    40m, 3s


    Option: 3

    40m,5s


    Option: 4

    45m,5s


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    In a certain region of space, the gravitational field is given by  I=-\left ( \frac{K}{R} \right ).Taking the reference point to be at r=r_{0} and potential at the reference point as   V = V _{0}.

    Then find the potential at a general point ?

    Option: 1

    Klog(\frac{r}{r_{0}})+V_{0}

     


    Option: 2

      Klog(\frac{r_{0}}{r})+V_{0}

     

     

     


    Option: 3

    Klog(\frac{r}{r_{0}})-V_{0}

     


    Option: 4

    Klog(\frac{r_{0}}{r})-V_{0}

     


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    A first-order reaction is 50 % completed in 20 min at 27oC and in 5 min at 47oC. The energy of activation (in kJ/mol)  of reaction is:

    Option: 1

    55.14


    Option: 2

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    Option: 3

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    Option: 4

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    When adsorption of oxalic acid is carried out on activated charcoal, then activated charcoal is known as :

    Option: 1

    Adsorbate


    Option: 2

    Adsorbent


    Option: 3

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    Option: 4

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    When borax is heated strongly it gives:

    Option: 1

    \mathrm{B _{2} O _{3}}


    Option: 2

    \mathrm{N a_{2} B_{4} O_{7}}


    Option: 3

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    Option: 4

    \mathrm{NaBO _{2}+ B _{2} O _{3}}


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    Structural formula of cyclic silicates is –

    Option: 1

    \left ( SiO_{2} \right )_{n}


    Option: 2

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    Option: 3

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    Option: 4

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    Mercury in water changes to soluble

    Option: 1

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    Option: 2

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    Option: 3

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    The major product of the following reaction is/are:

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    Option: 2

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    Option: 3

    2 - methylpropane


    Option: 4

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    a) in neutral medium converts to azobenzene 

    b) in neutral medium converts to hydroxylamine 

    c) in basic medium converts to azobenzene 

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    Option: 2

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    Option: 3

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    Option: 4

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