Particular	Details
Exam Name	AP EAMCET / AP EAPCET 2026 (Engineering Stream)
Conducting Authority	Andhra Pradesh State Council of Higher Education (APSCHE)
Official Exam Portal	eapcet-sche.aptonline.in
Subject Covered Here	Mathematics
Total Questions in Exam	160 (Maths – 80, Physics – 40, Chemistry – 40)
Marks per Question	1 Mark
Negative Marking	No negative marking
Maths Weightage in Paper	50% of total questions
Syllabus Level	Intermediate 1st & 2nd Year (AP Board)
Question Type	Objective type – Multiple Choice Questions (MCQs)

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For many Indian students, especially from Andhra Pradesh, AP EAMCET 2026 is not just an entrance exam – it is the first big step towards a stable career, good income, and in the long run, even government job opportunities.

A strong grip on Mathematics here will help you:

• Get into top engineering colleges (government & reputed private institutes).
• Build concepts that later support exams like GATE, ESE, SSC JE, RRB, ISRO, DRDO, PSU recruitments, and even some banking/quantitative tests.
• Gain the confidence that you can crack any technical or competitive exam in the future. 💪

In AP EAMCET 2026:

• Total questions: 160
• Maths questions: 80
• Marks per question: 1
• No negative marking – this is a huge advantage if you prepare smartly and attempt more questions.

Let’s go deep into the complete Maths syllabus, chapter-wise weightage, and preparation strategy designed especially for serious aspirants like you. 👇

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Complete AP EAMCET 2026 Maths Syllabus (Chapter-wise)

1. Algebra

Algebra is the backbone of Maths and also highly useful later in engineering and technical government exams.

Key Topics

• Functions

  • Types of functions – one-one, onto, into, many-one
  • Domain, co-domain and range
  • Inverse of functions and related theorems

• Mathematical Induction

  • Principle of mathematical induction
  • Simple applications
  • Divisibility problems

• Matrices

  • Types of matrices (square, diagonal, identity, zero, etc.)
  • Scalar multiplication, addition, subtraction, multiplication of matrices
  • Transpose of a matrix
  • Determinants and their properties
  • Adjoint and inverse of a matrix
  • Rank of a matrix
  • Consistency of system of linear equations
  • Solution of simultaneous linear equations using matrices

• Complex Numbers

  • Representation as ordered pairs
  • Algebra of complex numbers
  • a + ib form, modulus and argument (amplitude)
  • Polar form and Argand diagram
  • Conjugate and properties

• De Moivre’s Theorem

  • Statement and applications
  • Integral and rational indices
  • Finding powers and roots of complex numbers
  • nth roots of unity and their geometric representation

• Quadratic Expressions & Equations

  • Quadratic equations in one variable
  • Nature of roots using discriminant
  • Maxima and minima of quadratic expressions
  • Quadratic inequalities and solution sets

• Theory of Equations

  • Relationship between roots and coefficients
  • Equations with given relations between roots
  • Formation of equations when roots are given
  • Complex roots and conjugate pairs
  • Transformation of equations
  • Reciprocal equations

• Permutations & Combinations

  • Fundamental principle of counting
  • Linear and circular permutations
  • Permutations with/without repetition
  • Combinations and basic theorems
  • Simple application-based problems

• Binomial Theorem

  • Expansion for positive integral index
  • General term and middle term
  • Binomial theorem for rational index (simple cases)
  • Approximation using binomial expansion

• Partial Fractions

  • Decomposition into partial fractions
  • Non-repeated linear factors
  • Repeated linear factors
  • Irreducible quadratic factors

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2. Trigonometry

Trigonometry is highly scoring if you practice well, and it also appears in engineering maths and many govt exams later.

Key Topics

• Trigonometric Ratios & Transformations

  • Graphs of basic trigonometric functions
  • Periodicity and symmetry
  • Compound angles – sin(A±B), cos(A±B), tan(A±B)
  • Multiple and sub-multiple angles – 2A, 3A, A/2 etc.
  • Product-to-sum and sum-to-product identities

• Trigonometric Equations

  • General solutions of standard trigonometric equations
  • Simple equation solving involving sin, cos, tan

• Inverse Trigonometric Functions

  • Principal values and domains
  • Graphs of inverse trigonometric functions
  • Basic properties and formulae

• Hyperbolic Functions

  • Definition of sinh, cosh, tanh, etc.
  • Their graphs and properties
  • Inverse hyperbolic functions
  • Basic identities and addition formulae

• Properties of Triangles

  • Relations between sides and angles of a triangle
  • Sine rule, cosine rule, tangent rule
  • Projection formulae
  • Half-angle formulae
  • Area of triangle – various formulas
  • Inradius, circumradius, ex-radius concepts

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3. Vector Algebra, Measures of Dispersion & Probability

These topics help in 3D geometry, physics, and statistics-based govt exams.

Vector Algebra

• Vector Basics and Addition

  • Position vector, directed line segments
  • Types and classification of vectors
  • Addition and subtraction of vectors
  • Scalar multiplication
  • Components of a vector
  • Linear combination of vectors
  • Equation of a line and plane in vector form

• Products of Vectors

  • Scalar (dot) product and geometric meaning
  • Projection of a vector onto another
  • Equation of a plane using dot product
  • Angle between two planes
  • Vector (cross) product and its properties
  • Area of parallelogram and triangle using cross product
  • Scalar triple product and volume of parallelepiped
  • Condition of coplanarity of vectors
  • Shortest distance between skew lines

Measures of Dispersion & Probability

• Measures of Dispersion

  • Range
  • Mean deviation
  • Variance and standard deviation
  • Coefficient of variation and comparison of variability

• Probability

  • Random experiment, sample space and events
  • Classical and axiomatic definitions of probability
  • Addition and multiplication theorems
  • Independent and dependent events
  • Conditional probability
  • Bayes’ theorem and applications

• Probability Distributions

  • Random variables
  • Binomial distribution – mean and variance
  • Poisson distribution – basic properties and applications

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4. Coordinate Geometry & 3D Geometry

This is the heaviest section by weightage and extremely important for scoring high.

Locus and Transformation

• Concept and definition of locus
• Writing equation of a locus based on given geometric condition
• Transformation of axes – shifting and rotation
• Problems based on transformation of coordinate axes

Straight Lines

• Different forms of straight line equation (slope form, intercept form, point-slope form, etc.)
• Distance of a point from a line
• Angle between two lines
• Conditions for parallelism and perpendicularity
• Family of lines – concurrent lines
• Properties involving triangles formed by lines

Pair of Straight Lines

• Pair of lines through origin
• Condition for two lines to be perpendicular or parallel
• Angle between pair of lines
• Bisectors of angle between two lines
• General second-degree equation representing pair of lines

Circle

• Standard form and general form of circle equation

• Finding equation of circle when:

  • Centre and radius are given
  • Diameter endpoints are given
  • Three non-collinear points are given

• Tangent and normal to a circle

• Chord of contact, poles and polars

• Pair of tangents from an external point

• Relative position of a point and a circle

System of Circles

• Coaxial system of circles
• Radical axis and radical centre
• Common chord and common tangent concepts
• Orthogonal circles

Conic Sections

• Parabola

  • Standard equation and different forms
  • Parametric representation
  • Tangents and normals

• Ellipse

  • Standard equation and parametric form
  • Foci and eccentricity
  • Tangents and normals

• Hyperbola

  • Standard equation and parametric form
  • Tangents and normals
  • Asymptotes and simple properties

3D Geometry

• Coordinates of points in 3D space
• Section formula for internal and external division
• Centroid of triangle and tetrahedron
• Direction cosines and direction ratios
• Equation of a plane in Cartesian form
• Different forms of plane equation and simple problems

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5. Calculus

Calculus has direct applications in engineering maths, GATE, IES, SSC JE, and many govt technical jobs later.

Limits & Continuity

• Intervals and neighbourhoods
• Standard limit results
• Limits involving algebraic, trigonometric and exponential functions
• Concept of continuity and simple problems

Differentiation

• Derivatives of standard functions
• Derivatives of composite, implicit and parametric functions
• Differentiation of trigonometric, inverse trigonometric, exponential and hyperbolic functions
• Higher-order derivatives
• Methods – product rule, quotient rule, chain rule, logarithmic differentiation

Applications of Derivatives

• Error and approximation
• Equation of tangent and normal to a curve
• Angle between curves
• Increasing and decreasing functions
• Maxima and minima of functions (including word problems)
• Rolle’s theorem and Lagrange’s mean value theorem (simple verification problems)

Integration

• Indefinite integrals of standard functions
• Integration by substitution
• Integration of algebraic, trigonometric, exponential and logarithmic functions
• Integration by parts and by partial fractions
• Basic reduction formulae

Definite Integrals

• Definite integral as limit of sum
• Area under curves and between curves (basic cases)
• Properties of definite integrals
• Application-based questions and reduction formulae

Differential Equations

• Formation of differential equations

• Order and degree of differential equations

• Solution of differential equations by:

  • Variable separation
  • Homogeneous form
  • Linear differential equations
  • Simple non-homogeneous cases

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Chapter-wise Weightage – AP EAMCET 2026 Maths

Understanding weightage helps you prioritise smartly, especially when you are balancing board exams, entrance tests, and future govt exam plans.

Chapter / Area	Approx. 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%
Other Minor Topics	2.91%

👉 Key takeaway: If you are targeting a high rank, focus strongly on:

• Coordinate Geometry
• Calculus
• Trigonometry
• Probability & Statistics
• Vector Algebra

These areas alone can contribute to more than half of the Maths marks.

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AP EAMCET 2026 – Maths in Overall Paper Pattern

Particulars	Details
Total Questions	160
Subjects	Mathematics, Physics, Chemistry
Question Distribution	Maths – 80, Physics – 40, Chemistry – 40
Type of Questions	MCQs (4 options, one correct)
Marks per Question	1 mark
Negative Marking	No negative marking
Mode of Exam	Online (Computer Based Test)

Because there is no negative marking, serious aspirants should:

• Aim to attempt all 80 Maths questions after good practice.
• Use intelligent guessing for questions where you can eliminate 2 options.

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How This Maths Syllabus Helps in Future Government Exams 🚀

Even though AP EAMCET is mainly for engineering and professional degree admissions, the Maths concepts you study here are extremely valuable for:

• GATE / IES / PSU exams – Calculus, Probability, Linear Algebra, Differential Equations
• SSC JE / RRB JE / State Engineering services – Algebra, Coordinate Geometry, Vectors, Calculus basics
• Banking / Insurance / SSC CGL / State Govt jobs – Arithmetic and logical thinking build faster if your fundamentals are strong
• Technical govt jobs in DRDO, ISRO, BARC, ONGC, HPCL, IOCL etc. – strong engineering maths is a must

So when you prepare AP EAMCET Maths with discipline:

You are not just preparing for an entrance exam, you are building a long-term foundation for multiple government job opportunities in the future. 🎯

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Official & Useful Links

• Official AP EAPCET / EAMCET portal (exam, results, counselling): https://eapcet-sche.aptonline.in

• APSCHE official website (notifications & CET info): https://cets.apsche.ap.gov.in

Check these regularly for:

• Latest syllabus PDF
• Official notification
• Exam dates
• Hall ticket, answer key and result updates

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Smart Preparation Strategy for AP EAMCET 2026 Maths

1. Build Strong NCERT/Intermediate Base

• First complete Intermediate I & II year Maths syllabus thoroughly.
• Practice all examples and exercise questions – they are often twisted into entrance problems.

2. Focus on High-Weightage & High-Return Topics

• Invest more time in:

  • Coordinate Geometry
  • Calculus
  • Trigonometry
  • Probability & Statistics
  • Vectors & Matrices

These give more marks per hour of preparation if done properly.

3. Daily Practice & Revision

• 2–3 hours of focused Maths daily (mixed of concept + questions).

• Maintain a formula notebook for:

  • Trigonometric identities
  • Differentiation and integration formulas
  • Coordinate geometry standard forms
  • Probability and statistics formulas

4. Attempt Topic-wise and Full-Length Mock Tests

• Start with chapter-wise tests, then mixed section tests, and finally full-length AP EAMCET pattern tests.

• After each test:

  • Analyse mistakes
  • Mark weak areas
  • Revisit those topics the same day

5. Time Management in Exam

• Target 80 Maths questions in 70–75 minutes, leaving time for Physics & Chemistry.

• First solve:

  • Direct formula-based questions
  • Questions from your strong chapters

• Then come back to lengthier or tricky problems.

6. Emotional Strength & Consistency 💗

Many students from small towns, villages and humble families prepare silently with big dreams – government job, stable income, support to parents. It’s normal to feel:

• Pressure
• Comparison with others
• Fear of failure

But remember:

Every hour you give to Maths today is bringing you one step closer to your dream career – whether in a top engineering college or a future govt job. Don’t give up. 🌟

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Important FAQs on AP EAMCET 2026 Maths

Q1. Does AP EAMCET Maths syllabus include Calculus?

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

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Q2. Is AP EAMCET Maths syllabus based on the Intermediate syllabus?

Yes. The Maths syllabus is based on Intermediate 1st and 2nd year syllabus of the Andhra Pradesh Board of Intermediate Education (and mostly aligns with similar state board/CBSE content).

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Q3. How many Maths questions are asked in AP EAMCET 2026?

There are 80 questions from Mathematics out of the total 160 questions in the exam.

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Q4. Is there any negative marking in AP EAMCET 2026?

No, there is no negative marking. Each correct answer carries 1 mark, and there is no penalty for wrong answers.

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Q5. Which Maths chapters have the highest weightage?

• Coordinate Geometry has the highest weightage (around 30%+).
• Calculus, Trigonometry, Probability & Statistics and Vector Algebra also carry significant weightage.

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Q6. How should I balance Maths preparation with plans for future govt exams?

• Treat AP EAMCET Maths as your concept-building phase.
• Focus on understanding, not just memorising formulas.
• Later, when you prepare for GATE, SSC JE, RRB, state engineering services, banking, etc., these strong basics will help you pick up exam-specific tricks quickly.

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Q7. Is it necessary to attempt all 80 Maths questions?

It is not compulsory, but because there is no negative marking, it is recommended to attempt as many as possible. With good practice, you can aim to attempt all 80 questions with reasonable accuracy.

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Q8. Can students from CBSE or other boards appear and manage this Maths syllabus?

Yes. The syllabus conceptually matches CBSE Class 11 & 12 Maths. You may need to:

• Map AP EAMCET syllabus with your board topics
• Practice some additional state-board-style problems for familiarity

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Q9. How early should I start preparing for AP EAMCET 2026 Maths?

Ideally:

• Start serious preparation from the beginning of Intermediate 1st year.
• From 2nd year onwards, combine board exam prep + AP EAMCET practice + future govt exam mindset.

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एपी EAMCET 2026 गणित सिलेबस – अध्याय, वेटेज, पेपर पैटर्न और तैयारी गाइड (हिंदी)

एपी EAMCET 2026 गणित – आपके करियर और सरकारी नौकरी के सपनों के लिए क्यों ज़रूरी? 🎯

आंध्र प्रदेश के लाखों स्टूडेंट्स के लिए AP EAMCET 2026 सिर्फ़ एक एंट्रेंस एग्ज़ाम नहीं है, ये:

• अच्छे इंजीनियरिंग कॉलेज में एडमिशन,
• मजबूत टेक्निकल नॉलेज
• और आगे चलकर सरकारी नौकरियों और प्रतियोगी परीक्षाओं की तैयारी की शुरुआत है।

गणित में मजबूत पकड़ होने से:

• आप अच्छे सरकारी इंजीनियरिंग कॉलेज और यूनिवर्सिटीज़ में जा सकते हैं,
• आगे चलकर GATE, ESE, SSC JE, RRB, PSU, बैंकिंग, स्टेट गवर्नमेंट जॉब्स जैसे एग्ज़ाम में फायदा मिलता है,
• आपका कॉन्फिडेंस और लॉजिकल थिंकिंग दोनों बढ़ते हैं। 💪

AP EAMCET 2026 में:

• कुल प्रश्न – 160
• गणित के प्रश्न – 80
• हर प्रश्न – 1 मार्क
• नेगेटिव मार्किंग नहीं है – सही स्ट्रैटेजी से ये आपके लिए बड़ा फायदा है।

नीचे पूरा गणित सिलेबस, चैप्टर-वाइज़ वेटेज, और इमोशनल + प्रैक्टिकल तैयारी गाइड दिया गया है।

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पूरा AP EAMCET 2026 गणित सिलेबस (अध्याय अनुसार)

1. बीजगणित (Algebra)

ये गणित की नींव है और आगे चलकर इंजीनियरिंग व कई सरकारी एग्ज़ाम में काम आता है।

मुख्य टॉपिक

• फ़ंक्शन्स

  • फ़ंक्शन के प्रकार – one-one, onto, many-one आदि
  • Domain, co-domain, range
  • Inverse function और बेसिक थियोरम

• मैथेमेटिकल इंडक्शन

  • प्रिंसिपल ऑफ़ मैथेमेटिकल इंडक्शन
  • डिविज़िबिलिटी और नंबर बेस्ड प्रॉब्लम

• मैट्रिसेज़

  • मैट्रिसेज़ के प्रकार
  • जोड़, घटाव, गुणा, स्केलर मल्टिप्लिकेशन
  • ट्रांसपोज़, डिटरमिनेंट और उसकी प्रॉपर्टीज़
  • Adjoint, inverse, rank
  • Linear equations की consistency और solution

• कॉम्प्लेक्स नंबर

  • Ordered pair के रूप में रिप्रेज़ेंटेशन
  • a + ib फॉर्म, मॉड्यूलस और argument
  • Polar form और Argand plane

• De Moivre’s Theorem

  • स्टेटमेंट और एप्लीकेशन
  • कॉम्प्लेक्स नंबर की powers और roots
  • nth roots of unity

• Quadratic Expressions & Equations

  • एक चर में quadratic equation
  • Discriminant से roots की nature
  • Maxima, minima of quadratic expression
  • Quadratic inequations

• थ्योरी ऑफ़ इक्वेशन्स

  • Roots और coefficients के बीच संबंध
  • Special relation वाले equations
  • Reciprocal और transformed equations

• Permutation & Combination

  • Fundamental principle of counting
  • Linear और circular permutations
  • With/without repetition cases
  • Combination और बेसिक थियोरम

• Binomial Theorem

  • Positive integral index के लिए विस्तार
  • General term, middle term
  • Rational index (simple cases)
  • Approximations

• Partial Fractions

  • Algebraic rational functions को partial fractions में तोड़ना
  • Non-repeated, repeated linear factors
  • Irreducible quadratic factors

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2. त्रिकोणमिति (Trigonometry)

ये सेक्शन स्कोरिंग है और आगे इंजीनियरिंग मैथ्स और कई प्रतियोगी परीक्षाओं में काम आता है।

मुख्य टॉपिक

• Trigonometric Ratios & Transformations

  • बेसिक फ़ंक्शन्स के ग्राफ़ और periodicity
  • Compound angles – sin(A±B), cos(A±B), tan(A±B)
  • Multiple और sub-multiple angles
  • Product-to-sum और sum-to-product identities

• Trigonometric Equations

  • Standard equations के general solutions
  • Simple equation solving

• Inverse Trigonometric Functions

  • Principal values और domain
  • Graph और properties

• Hyperbolic Functions

  • sinh, cosh, tanh की definition और properties
  • Inverse hyperbolic functions
  • Addition formulae (basic)

• Triangles की Properties

  • Sides और angles के बीच रिलेशन
  • Sine rule, cosine rule, tangent rule
  • Projection formula
  • Triangle का area – अलग-अलग तरीके
  • Incentre, circumcentre, ex-centre और related radius

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3. वेक्टर बीजगणित, Dispersion & Probability

ये टॉपिक 3D geometry, statistics और कई टेक्निकल/सरकारी परीक्षाओं में मदद करते हैं।

वेक्टर बीजगणित (Vector Algebra)

• बेसिक वेक्टर और notation

• Vectors का addition, subtraction, scalar multiplication

• Components और linear combination

• Line और plane के vector form equations

• Dot Product

  • Definition और geometric meaning
  • Angle between two vectors
  • Plane का equation

• Cross Product

  • Area of parallelogram और triangle
  • Vector properties

• Scalar Triple Product

  • Volume of parallelepiped
  • Coplanarity की condition
  • Skew lines के बीच shortest distance (basic)

Measures of Dispersion & Probability

• Measures of Dispersion

  • Range
  • Mean deviation
  • Variance और standard deviation
  • Coefficient of variation

• Probability

  • Random experiment, sample space, events
  • Classical और axiomatic definition
  • Addition और multiplication theorems
  • Independent / dependent events
  • Conditional probability
  • Bayes’ theorem

• Probability Distributions

  • Random variable
  • Binomial distribution – mean, variance
  • Poisson distribution – basic एप्लीकेशन

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4. निर्देशांक ज्यामिति और 3D (Coordinate & 3D Geometry)

ये सेक्शन सबसे ज़्यादा वेटेज वाला है – हाई रैंक के लिए बहुत ज़रूरी।

Locus & Transformation

• Locus की definition और equation लिखना
• Axes का shift और rotation (transformation of axes)

Straight Lines

• अलग-अलग forms – slope form, intercept form, point-slope form
• Distance of a point from a line
• दो रेखाओं के बीच का angle
• Parallel और perpendicular की conditions
• Family of lines, concurrency, triangle properties

Pair of Lines

• Origin से गुजरने वाली pair of lines
• Perpendicular/parallel की condition
• Angle between pair of lines
• Bisectors of angle between two lines
• General second-degree equation as pair of lines

Circle

• Standard और general equation of circle
• Centre-radius, diameter endpoints, three points से circle की equation
• Tangent, normal, chord of contact
• Poles, polars, pair of tangents
• Point और circle की relative position

System of Circles

• Coaxial circles
• Radical axis और radical centre
• Common chord और common tangent concepts

Conic Sections

• Parabola – standard form, parametric form, tangent, normal
• Ellipse – standard form, parametric form, tangent, normal, basic properties
• Hyperbola – standard form, parametric form, asymptotes, tangent, normal

3D Geometry

• 3D space में point के coordinates
• Section formula (internal & external)
• Triangle और tetrahedron का centroid
• Direction cosines और direction ratios
• Plane की Cartesian equation और उसके अलग-अलग forms

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5. कैल्कुलस (Calculus)

आगे चलकर इंजीनियरिंग, GATE, IES, SSC JE, PSU, रिसर्च और कई सरकारी परीक्षाओं में सबसे ज़्यादा काम आने वाला हिस्सा।

Limits & Continuity

• Interval, neighbourhood
• Standard limit results
• Algebraic, trigonometric, exponential functions की limits
• Continuity की basic definition और सवाल

Differentiation

• Standard functions की derivatives
• Composite, implicit, parametric functions की differentiation
• Trigonometric, inverse trigonometric, exponential, hyperbolic functions की derivatives
• Higher order derivatives
• Product rule, quotient rule, chain rule, logarithmic differentiation

Derivatives के Applications

• Error और approximation
• Curve पर tangent और normal की equation
• दो curves के बीच angle
• Increasing / decreasing functions
• Maxima और minima (word problems सहित)
• Rolle’s theorem, Lagrange’s mean value theorem (simple problems)

Integration

• Standard forms की indefinite integrals
• Substitution method
• Algebraic, trigonometric, exponential, logarithmic functions की integration
• Integration by parts
• Integration by partial fractions
• Basic reduction formulae

Definite Integrals

• Definite integral as limit of sum
• Area under curve / between curves (basic)
• Properties of definite integrals
• Reduction formulae और एप्लीकेशन

Differential Equations

• Differential equation का formation
• Order और degree
• Variable separable method
• Homogeneous differential equations
• Linear differential equations और simple non-homogeneous cases

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चैप्टर-वाइज़ वेटेज – AP EAMCET 2026 गणित

चैप्टर / क्षेत्र	अनुमानित वेटेज (%)
त्रिकोणमिति से संबंधित	10.41%
Probability & Statistics	9.17%
Core Algebra	8.75%
Binomial & Combinatorics	7.50%
Calculus (फ़ंक्शन सहित)	12.50%
Coordinate Geometry	30.83%
Matrices	5.42%
Complex Numbers	4.17%
Vector Algebra	8.33%
Other Minor Topics	2.91%

👉 मुख्य बात: यदि आप अच्छा रैंक चाहते हैं, तो इनपर विशेष ध्यान दें:

• Coordinate Geometry
• Calculus
• Trigonometry
• Probability & Statistics
• Vector Algebra

ये अकेले ही आपके बहुत सारे मार्क्स कवर कर सकते हैं।

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AP EAMCET 2026 – पूरे पेपर में गणित की भूमिका

Particular	Details
कुल प्रश्न	160
Subjects	Mathematics, Physics, Chemistry
प्रश्न वितरण	Maths – 80, Physics – 40, Chemistry – 40
प्रश्न प्रकार	MCQs (चार विकल्प, एक सही उत्तर)
मार्किंग स्कीम	हर सही जवाब – 1 मार्क
नेगेटिव मार्किंग	नहीं
परीक्षा मोड	Online (Computer Based Test)

क्योंकि नेगेटिव मार्किंग नहीं है:

• कोशिश करें कि अधिक से अधिक प्रश्न अटेम्प्ट करें,
• elimination technique से भी कुछ प्रश्न हल कर सकते हैं।

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सरकारी नौकरी की तैयारी में ये सिलेबस कैसे मदद करेगा? 🚀

AP EAMCET के ज़रिए आप इंजीनियरिंग, फार्मेसी, एग्रीकल्चर जैसी डिग्री कोर्स में जाते हैं। पर गणित की ये तैयारी आगे:

• GATE, IES, SSC JE, RRB JE, स्टेट इंजीनियरिंग सर्विसेस
• PSU (ONGC, NTPC, BHEL, HPCL, IOCL आदि)
• और कई केंद्रीय व राज्य स्तरीय प्रतियोगी एग्ज़ाम में आपका बेस मज़बूत करती है।

आज जो Calculus, Algebra, Coordinate Geometry आप पढ़ रहे हैं, वही आगे आपके लिए सरकारी पोस्ट, पक्की नौकरी और परिवार की मजबूती की नींव बनेगा। 🌱

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आधिकारिक और उपयोगी लिंक

• AP EAPCET / EAMCET आधिकारिक पोर्टल (एग्ज़ाम, रिज़ल्ट, काउंसलिंग): https://eapcet-sche.aptonline.in

• APSCHE की आधिकारिक वेबसाइट (सभी CET नोटिफिकेशन): https://cets.apsche.ap.gov.in

इन पर आप:

• Latest syllabus PDF
• Official notification
• Exam dates
• Hall ticket, answer key, result नियमित रूप से चेक करते रहें।

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AP EAMCET 2026 गणित – स्मार्ट तैयारी स्ट्रैटेजी

1. Intermediate सिलेबस को मज़बूत करें

• सबसे पहले Inter 1st Year और 2nd Year Maths अच्छे से पूरा करें।
• Textbook की सारी examples और exercise questions अवश्य करें।

2. High-Weightage टॉपिक पर ज़्यादा समय दें

• Coordinate Geometry
• Calculus
• Trigonometry
• Probability & Statistics
• Vectors & Matrices

ये टॉपिक कम समय में ज़्यादा मार्क्स दिला सकते हैं।

3. Daily Practice + Formula Notebook

• रोज़ कम से कम 2–3 घंटे Maths को दें।

• एक छोटा formula notebook बनाएं:

  • Trigonometric identities
  • Differentiation / Integration formulas
  • Coordinate geometry के standard equations
  • Probability, statistics के formulas

4. Topic-wise Test से लेकर Full Mock तक

• पहले chapter-wise test, फिर mixed section test, और आख़िर में full-length mock test दीजिए।

• हर टेस्ट के बाद:

  • गलत सवालों को mark करें
  • reason समझें
  • उसी दिन उस टॉपिक को दोबारा revise करें

5. Exam में Time Management

• कोशिश करें कि 80 Maths questions लगभग 70–75 मिनट में कर लें।
• पहले easy और direct formula-based सवाल करें,
• फिर tough या lengthy questions पर जाएं।

6. भावनात्मक स्ट्रेंथ और Consistency 💗

बहुत से छात्र गाँव, छोटे शहर, साधारण परिवार से आते हैं – पर सपने बड़े होते हैं:

• घर की हालत सुधारना
• सरकारी या अच्छी टेक्निकल नौकरी पाना
• माता-पिता को खुश करना

कभी-कभी थकान, डर, comparison ज़रूर आएगा – लेकिन याद रखिए:

रोज़ की छोटी-छोटी मेहनत ही आपको बड़ी कामयाबी तक लेकर जाएगी। हार मत मानिए। 🌟

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महत्वपूर्ण FAQs – AP EAMCET 2026 गणित

प्रश्न 1: क्या AP EAMCET Maths सिलेबस में Calculus शामिल है?

हाँ, Calculus पूरा हिस्सा है – Limits, Continuity, Differentiation, Integration, Applications of Derivatives, Definite Integrals और Differential Equations सब शामिल हैं।

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प्रश्न 2: क्या सिलेबस Intermediate सिलेबस पर आधारित है?

हाँ, AP EAMCET गणित का सिलेबस Andhra Pradesh Board of Intermediate Education के Inter 1st & 2nd Year Maths पर आधारित है।

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प्रश्न 3: AP EAMCET 2026 में Maths के कितने प्रश्न आते हैं?

कुल 80 प्रश्न गणित से पूछे जाते हैं, पूरे पेपर में टोटल 160 प्रश्न होते हैं।

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प्रश्न 4: क्या AP EAMCET 2026 में नेगेटिव मार्किंग है?

नहीं, कोई नेगेटिव मार्किंग नहीं है। हर सही जवाब पर 1 मार्क, गलत जवाब पर मार्क्स नहीं कटते।

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प्रश्न 5: Maths के कौन से चैप्टर सबसे ज़्यादा वेटेज रखते हैं?

• Coordinate Geometry – सबसे ज्यादा वेटेज
• Calculus, Trigonometry, Probability & Statistics, Vector Algebra भी बहुत important हैं।

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प्रश्न 6: अगर मैं आगे सरकारी नौकरी की तैयारी करना चाहता/चाहती हूँ, तो ये Maths कैसे मदद करेगा?

• ये सिलेबस आपके लिए concept building phase है।
• बाद में जब आप GATE, SSC JE, RRB, State Engineering Services, Banking आदि के लिए पढ़ेंगे, तो strong basic concepts आपको जल्दी समझने और ज़्यादा स्कोर करने में मदद करेंगे।

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प्रश्न 7: क्या सभी 80 Maths प्रश्न attempt करना ज़रूरी है?

ज़रूरी नहीं, लेकिन नेगेटिव मार्किंग नहीं होने की वजह से कोशिश करें कि ज्यादा से ज्यादा प्रश्न हल करें। यदि तैयारी अच्छी है तो आप लगभग सारे प्रश्न attempt कर सकते हैं।

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प्रश्न 8: CBSE या अन्य बोर्ड के छात्र ये सिलेबस संभाल सकते हैं?

हाँ, CBSE Class 11–12 Maths से काफ़ी मिलता-जुलता सिलेबस है। आपको बस:

• AP EAMCET सिलेबस को अपने बोर्ड सिलेबस से map करना होगा
• कुछ extra state-board टाइप questions practice करने होंगे

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प्रश्न 9: AP EAMCET 2026 Maths की तैयारी कब से शुरू करनी चाहिए?

सबसे अच्छा है कि:

• Inter 1st Year की शुरुआत से ही बेस मजबूत करें,
• 2nd Year में बोर्ड + AP EAMCET + future govt exams – तीनों को ध्यान में रखकर smart study करें।

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आपके सपने सच्चे हैं, इसलिए आपकी मेहनत भी सच्ची होनी चाहिए। धैर्य रखें, लगातार पढ़ते रहें – AP EAMCET 2026 Maths आपके लिए सिर्फ़ एक एग्ज़ाम नहीं, बल्कि एक बेहतर करियर और सुरक्षित भविष्य की चाबी बन सकता है। 🔑✨