Andhra Pradesh Engineering, Agriculture and Medical Common Entrance Test

EAMCET Exam - Physics

• Measurements , Units and Dimensions
• Elements of Vectors
• Kinematics
• Dynamics 
• Collisions
• Centre of Mass (CM)
• Friction 
• Rotatory Motion
• Gravitation
• Simple Harmonic Motion (SHM)
• Elasticity
• Surface Tension
• Fluid Mechanics
• Temperature and Thermal Expansion of Materials
• Thermodynamics
• Transmission of Heat
• Wave Motion
• Optics
• Physical Optics
• Magnetism
• Electrostatics
• Current Electricity
• Thermoelectricity
• Electromagnetics
• Atomic Physics
• Nuclear Physics
• Semi Conductor Devices
• Communication Systems

EAMCET Exam -  Chemistry

• Atomic Structure
• Classification Of Elements And Periodicity In Properties
• Chemical Bonding And Molecular Structure
• Stoichiometry
• States Of Matter: Gases And Liquids
• Solutions
• Electrochemistry
• Solid State
• Chemical Kinetics
• Thermodynamics
• Surface Chemistry
• Hydrogen And Its Compounds
• Alkali And Alkaline Earth Metals
• P-Block Elements: Group 13 Elements: (IIIA Group Elements)
• P-Block Elements: Group 14 Elements: (IVA Group Elements)
• P-Block Elements: Group 15 Elements  (VA Group Elements)
• P-Block Elements: Group 16 Elements  (VIA Group Elements)
• P-Block Elements: Group 17 Elements  (VIIA Group Elements)
• Group 18 Elements: (ZERO Group Elements)
• Transition Elements
• General Principles Of Metallurgy
• Environmental Chemistry
• Basic Principles And Techniques In Organic Chemistry
• Hydrocarbons
• Alkynes & Aromatic Hydrocarbons
• Stereo Chemistry
• Haloalkanes & Haloarenes
• Alcohols , Phenols And Ethers
• Aldehydes And Ketones
• Carboxylic Acids
• Organic Compounds Containing Nitrogen
• Polymers & Bimolecular
• Chemistry in Everyday Life

EAMCET Exam - Mathematics Syllabus

Algebra

• Functions – Types of functions – Algebra of real valued functions
• Mathematical induction and applications
• Permutations and Combinations – linear and circular permutations – combinations.
• Binomial theorem – for a positive integral index – for any rational index – applications – Binomial Coefficients.
• Partial fractions
• Exponential and logarithmic series
• Quadratic expressions, equations and in – equations in one variable.
• Theory of equations – reciprocal equations - Relations between the roots – Transformation of equations and Coefficients in any equation.
• Matrices and determinants – Types of matrices – Algebra of matrices – Properties of determinants – simultaneous linear equations in two and three variables – Consistency and inconsistency of  simultaneous equations.
• Complex numbers – Applications - De Moivre’s theorem – Expansions of trigonometric functions. 

Trigonometry

• Trigonometric functions – Graphs – periodicity
• Trigonometric ratios of compound angles, multiple and sub-multiple angles, Transformations – sum and product rules.
• Trigonometric equations
• Inverse trigonometric functions
• Hyperbolic and inverse hyperbolic functions
• Properties of Triangles
• Heights and distances (in two-dimensional plane)

 Vector Algebra

• Algebra of vectors – angle between two non-zero vectors – linear combination of vectors – vector equation of line and plane
• Scalar and vector product of two vectors and their applications
• Scalar and vector triple products, Scalar and vector products of four vectors

Probability 

• Random experiments – Sample space – events – probability of an event – addition and multiplication theorems of probability – Conditional event and conditional probability – Baye’s theorem
• Random variables – Mean and variance of a random variable – Binomial and Poisson Distributions.

Coordinate Geometry

• Locus, Translation of axes, rotation of axes
• Straight line
• Pair of straight lines
• Circles
• System of circles
• Conics – Parabola – Ellipse – Hyperbola – Equations of tangent, normal, chord of contact and polar at any point of these conics, asymptotes of hyperbola.
• Polar Coordinates
• Coordinates in three dimensions, section formula, distance between two points in the space, tetrahedron , centroid of a triangle.
• Direction Cosines and direction ratios of a line – angle between two lines
• Cartesian equation in (i) general, normal, and intercept form – Cartesian equation – angle between two planes
• Sphere – Centre and radius

Calculus

• Functions – limits – Continuity
• Differentiation – Methods of differentiation
• Successive differentiation – Leibnitz’s theorem and its applications
• Applications of differentiation
• Partial differentiation including Euler’s theorem on homogeneous functions
• Integration – methods of integration
• Definite integrals and their applications to areas – reduction formulae

Trapezoidal and Simpson’s rules Differential equations  - Numerical integration – order and degree – Formation of differential equations –Solving homogeneous  - Solution of a differential equation by variables separable method and linear differential equations of first order and first degree.

EAMCET Exam - Botany Syllabus

• DIVERSITY IN THE LIVING WORLD
• STRUCTURAL ORGANISATION IN PLANTS- MORPHOLOGY
• REPRODUCTION IN PLANTS
• PLANT SYSTEMATICS
• CELL STRUCTURE AND FUNCTION
• INTERNAL ORGANISATION OF PLANTS
• PLANT ECOLOGY
• PLANT PHYSIOLOGY
• MICROBIOLOGY
• GENETICS
• MOLECULAR BIOLOGY
• BIOTECHNOLOGY
• PLANTS, MICROBES AND HUMAN WELFARE

EAMCET Exam - Zoology Syllabus

• Diversity of Living World
• STRUCTURAL ORGANIZATION IN ANIMALS
• ANIMAL DIVERSITY-I : INVERTEBRATE PHYLA
• ANIMAL DIVERSITY-II: PHYLUM : CHORDATA
• LOCOMOTION & REPRODUCTION IN PROTOZOA
• BIOLOGY & HUMAN WELFARE
• TYPE STUDY OF PERIPLANETA AMERICANA
• ECOLOGY & ENVIRONMENT
• HUMAN ANATOMY AND PHYSIOLOGY-I
• HUMAN ANATOMY AND PHYSIOLOGY-II
• HUMAN ANATOMY AND PHYSIOLOGY-III
• HUMAN ANATOMY AND PHYSIOLOGY-IV
• HUMAN REPRODUCTION
• GENETICS
• ORGANIC EVOLUTION
• APPLIED BIOLOGY