SVUEET Syllabus 2020, Check Subject and Section Wise Syllabus PDF, Exam Pattern, Marking Scheme

SVUEET Entrance Test Syllabus 2020: SVUEET 2020 Syllabus is published by Sri Venkateswara University on its website. SVUEET 2020 Syllabus comprises all the topics of the subjects from which the SVUEET 2020 question paper is prepared. Candidates are recommended to go through the article to update themselves with the SVUEET Syllabus 2020. Candidates can get latest information related to SVUEET 2020 Syllabus, benefits, exam details, etc, from this article.

Kousalya | Updated: Jun 02, 2020, 13:15 IST

SVUEET Syllabus 2020, Check Subject and Section Wise Syllabus PDF, Exam Pattern, Marking Scheme

SVUEET Syllabus 2020, Check Subject and Section Wise Syllabus PDF, Exam Pattern, Marking Scheme

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SVUEET Syllabus 2020: Subjects, Topics, covered and more information on it!

Sri Venkateswara University officials release SVUEET Syllabus 2020 on their official website ( SVUEET Syllabus 2020 helps the candidates to know more about the topics covered under the subjects. SVUEET Syllabus 2020 enables them to prepare better for the exams.

When will SVUEET Syllabus 2020?

SVUEET Syllabus 2020 is released by the officials of Sri Venkateswara University, on their official website ( SVUEET Syllabus is available on their website, and the candidates appearing the SVUEET 2020 exams should take note of the exam syllabus and the topic covered under it. The candidates enrolled for SVUEET 2020 exams can get complete information on the topic covered under the subjects.

What are the benefits of SVUEET Syllabus 2020?

SVUEET Syllabus 2020 is available on the official website of Sri Venkateswara University. Once the candidates get enrolled, they can prepare themself for the SVUEET 2020 exam. Some of the benefits are,

  • SVUEET Syllabus can be checked at any time by the candidates on the official website.
  • By knowing the SVUEET Syllabus 2020, the candidates can prepare more efficiently.
  • With the SVUEET Exam Pattern 2020, the candidates can practice and revise the subjects again and again.

What are the subjects covered under SVUEET Syllabus 2020?

The SVUEET 2020 eligible candidates can get admission to the current programs available at Sri Venkateswara University are Electrical & Electronics Engineering, Electronics & Communication Engineering, Civil Engineering, Computer-Science Engineering, and Mechanical Engineering.

  • SVUEET Syllabus 2020 covers subjects accurate to the above engineering courses, and the topics related to these subjects.
  • The principal subjects covered under SVUEET Syllabus 2020 are Mathematics, Physics, and Chemistry.
  • Physics consists of 11 units, Chemistry consists of 15 units, and Mathematics consists of 6 units.

What topics and sub-topics are included under the SVUEET Syllabus 2020 of Physics?

SVUEET Syllabus 2020 is available on the official website ( SVUEET Syllabus 2020 is as same as the AP EAMCET state level exam, elaborated as Andhra Pradesh Engineering, Agriculture, Medical Common Entrance Test, which is a state level exam.

SVUEET Syllabus 2020 of Physics

Measurements, Units, and Dimensions:

Introduction- units and Dimensions, Accuracy, the precision of measuring instruments, Constant errors, systematic errors, environmental errors (errors due to external causes). Error due to imperfection, Random errors, Gross Errors, Absolute Errors, Mean absolute errors, Relative errors, percentage errors, Errors due to addition, subtraction, multiplication, division, powers of observed quantities, Significant figures, Fundamental and derived physical quantities / System of Units, the definition of units in SI, Rules for writing units in SI, Derived units in SI, Multiple and submultiples of SI units, Dimensional formulae and dimensional equations, dimensional constants and dimensionless quantities. Principle of homogeneity of dimensions, Conversion of one system of units into another, to check the correctness of an equation, to derive the relationship between different physical quantities.


Introduction: Motion in a straight line – displacement, speed and velocity, Uniform and non-uniform motion, average speed and instantaneous velocity, Uniformly accelerated motion, velocity-time and position-time graphs, equations for uniformly accelerated motion (graphical treatment), acceleration due to gravity, equations of motion of a freely falling body, Equations of motion of an object vertically projected upwards from the ground, Maximum height (H), Time of ascent, time of descent, the velocity of the body on returning to the point of projection, Vertical projection of an object from a tower, Projectiles – oblique projection from the ground, equation of trajectory, maximum height, time of ascent, time of flight, horizontal range, two angles of projection for the same range, velocity of projection at any instant, horizontal projection from the top of a tower, equation of trajectory, time of descent, range, the velocity of the projectile (at any instant).


Introduction- Basic forces in nature, Nature of gravity, law of universal gravitation, Relation between Universal gravitational constant (G) and acceleration due to gravity (g), variation of ‘g’ with altitude, depth, latitude and shape of the earth, characteristics of gravitational force, limitations of Newton’s third law, gravitational field, field strength, properties of gravitational fields, Origin of black holes, Chandrashekar limit, neutron star, Frames of reference, Inertial and Non- Inertial frames, Inertial and Gravitational mass & relation between them, Principle of equivalence, Escape and Orbital velocities, definition, derivation of expressions and relation between them, Geostationary satellites and their uses.

Centre of Mass (CM):

Centre of mass, difference between centre of mass and centre of gravity, coordinates of centre of mass, centre of mass of particles along a line, centre of mass of system of particles in a plane, center of mass of system of particles in space, motion of centre of mass (Velocity and acceleration of CM), characteristics of centre of mass, laws of motion of the centre of mass, velocity and acceleration, explosion.

Physical Optics:

Condition for interference, Young’s double slit experiment – Derivation for Intensity and fringe width – Uses of interference, Diffraction: Fresnel and Fraunhofer diffraction (Qualitative only). Polarisation: Concepts of Polarisation. Plane Polarisation of Light by Reflection, Refraction and Double Refraction (Polaroids).

Rotatory Motion:

Uniform circular motion, concept of angular displacement, angular velocity and angular acceleration, relation between linear velocity and angular velocity, centripetal acceleration and force, torque, couple (concepts, units, dimensional formula and examples).

Fluid Mechanics:

Principle of Buoyancy- pressure in a fluid – Streamline flow – Bernoulli’s theorem – equation with derivation – applications-aerodynamic lift, motion of a spinning ball.

Atoms and Nuclei:

Discovery of electron, e/m of electron by Thomson’s method, Charge of the electron by Millikan’s Oil Drop Method (Principle Only). Composition and size of nucleus, mass defect and binding energy and their relation (Explanation with examples). Natural radioactivity – alpha, beta and gamma radiations and their properties, radioactive decay law, half life and average life of a radioactive substance.


Nature of Light, Newton’s corpuscular Theory, Huygen’s Wave Theory- Electromagnetic spectrum. Huygens Explanation of Reflection and Refraction of plane waves at a plane surface. Refraction through prism, Derivation of Refractive index of material of prism for minimum deviation, critical angle, Total Internal Reflection, Relation between Critical angle and Refractive Index, application of total internal reflection to Optical fibers.

Temperature and Thermal Expansion of Materials:

Concept of temperature, Measurement of temperature, Fahrenheit, Centigrade scales of temperature, their relation (only formulae)- Different types of thermometers (brief theoretical description). Expansion of solids.

Communication Systems:

Elements of communication systems (block diagram only), Bandwidth of signals (Speech, TV and digital data), bandwidth of Transmission medium. Propagation of electromagnetic waves in the atmosphere, sky and space wave propagation, Modulation, Need for modulation.

What topics and sub-topics are included under the SVUEET Syllabus 2020 of Chemistry?

SVUEET Syllabus 2020 is available on the official website ( SVUEET Syllabus 2020 is as same as the AP EAMCET state level exam, elaborated as Andhra Pradesh Engineering, Agriculture, Medical Common Entrance Test, which is a state level exam.

SVUEET Syllabus 2020 of Chemistry

Atomic Structure:

Characteristics of electron, proton and neutron. Rutherford model of an atom. Nature of electromagnetic radiation. Planck’s quantum theory. Explanation of photoelectric effect. Dual behavior of electromagnetic radiation. Features of atomic spectra – Emission and absorption spectra. Characteristics of hydrogen spectrum. Bohr’s theory of the structure of atoms – Postulates. Bohr’s theory of the hydrogen atom, Energy of an electron. Bohr’s explanation of spectral lines. Failure of Bohr’s theory. Wave-particle nature of electrons. De Broglie’s hypothesis, Heisenberg’s uncertainty principle.

Classification Of Elements And Periodicity In Properties:

Concept of grouping the elements in accordance to their properties – Mendeleef’s Periodic Table. Periodic law – Mendeleef’s classification of elements. Significance of atomic number and electronic configuration as the basis for periodic classification. Classification of elements into s, p, d, f blocks and their main characteristics.

Chemical Bonding And Molecular Structure:

Kossel -Lewis approach to chemical bonding. Factors favorable for the formation of ionic bonds, energy changes in ionic bond formation. Crystal lattice energy – calculation of lattice energy – Born – Haber cycle. Crystal structure of sodium chloride and Caesium chloride, Coordination number. Properties of ionic compounds. Covalent bond – VSEPR theory – Lewis representation of covalent compounds, Formal charge, geometry of simple molecules. The valence bond approach for the formation of covalent bonds. Directional properties of covalent bond. Properties of covalent bond.


Laws of chemical combination – Principles and examples. Molar mass, concept of equivalent weight with examples. Percentage composition of compounds and calculation of empirical and molecular formulae of compounds. Chemical reactions and Stoichiometric equations. Oxidation number concept. Balancing of redox reactions by ion electron method and oxidation number method. Types of redox reactions. Applications of redox reactions in titrimetric quantitative analysis. Redox reactions and electrode processes.

States Of Matter: Gases And Liquids:

Graham’s law of diffusion, Dalton’s law of partial pressures, Avogadro’s law. Ideal behavior, empirical derivation of gas equation, ideal gas equation. Kinetic molecular theory of gases. Kinetic gas equation (No derivation) – deduction of gas laws.


Classification of solutions, molarity, normality, molality and mole fraction. Dilute solutions, vapor pressure, Raoult’s law, Limitations of Raoult’s law. Colligative properties – (i) Relative lowering of vapor pressure (ii) Elevation of B.P (iii) Depression in freezing point and their relation to molar mass. Osmosis and osmotic pressure – theory of dilute solutions. Determination of molar mass using colligative properties: Ostwald’s dynamic method, Cottrell’s method, Rast’s method and Berkeley Hartley’s method. Abnormal molecular mass.


Conductance in electrolytic solutions. Specific, Equivalent and Molar conductance – variation of conductance with concentration, Kohlrausch’s law and its application to calculation of equivalent conductance of weak electrolytes. Electrolytes and non-electrolytes, redox reactions. Electrolysis. Some typical examples of electrolysis viz; Fused Sodium hydroxide, Fused sodium chloride, Brine solution, Fused Magnesium chloride. Faraday’s laws of electrolysis and applications. Galvanic and voltaic cells.

Solid State:

Classification of solids based on different binding forces as molecular, ionic, covalent, and metallic solids. Elementary treatment of metallic bond. Metallic solids, amorphous and crystalline solids. Unit cell in two dimensional and three dimensional lattices. Seven crystal systems, Bravais lattices. Bragg’s equation, X-ray study of crystal structure, Bragg’s method. Calculation of density of unit cell, packing in solids, voids, number of atoms per cubic unit cell. Point defects – Schottky and Frenkel defects. Electrical and magnetic properties.

Chemical Kinetics:

Concepts of reaction rate, factors affecting reaction rates. Rate law, Units of rate constant. Order and molecularity. Methods of determination of order of a reaction. Integrated rate equations and half lives for zero and first order reaction Collision theory of reaction rates (elementary ideas). Concept of activation energy.


Concept of system, types of systems, surroundings, work, heat, energy, extensive and intensive properties, state functions. First law of thermodynamics – Internal energy and Enthalpy. Heat capacity and Specific heat, Exothermic and Endothermic reactions, measurement of ?E and ?H, Enthalpy of bond dissociation, combustion, neutralization, formation, atomization, sublimation, phase transition, ionization and dilution.

Surface Chemistry:

Adsorption: Physical and chemical adsorption, adsorption of gases on solids, factors affecting it – pressure (Langmuir and Freundlich Isotherms) and temperature. Catalysis – types of catalysis, autocatalysis Colloidal state: colloidal solutions, classification of colloidal solutions, protective colloids and Gold number, Properties of colloids – Tyndall effect, Brownian movement. Coagulation. Emulsions, classification of emulsions, micelles, cleansing action of soap.

Hydrogen And Its Compounds:

Position of hydrogen in periodic table. Occurrence, isotopes of hydrogen. Hydrogen – Preparation, properties and uses including as a fuel. Reactions of hydrogen leading to ionic, molecular and non – stoichiometric hydrides. Physical and Chemical properties of water and heavy water. Hardness of water and its removal Hydrogen peroxide – methods of preparation, physical and chemical properties - oxidation, reduction, decomposition, disproportionation and addition reactions. Detection, structure and uses of Hydrogen Peroxide.

Alkali And Alkaline Earth Metals:

General introduction, electronic configuration, occurrence, Anomalous properties of the first element in each group. Diagonal relationship. Trends in properties like ionization enthalpy, atomic and ionic radii, reactivity with oxygen, hydrogen, halogens and water, uses of alkali and alkaline earth metals.Preparation, properties and uses of sodium hydroxide, salts of oxoacids, sodium carbonate, sodium hydrogen carbonate and sodium chloride. Preparation and uses of Calcium oxide, Calcium carbonate and Calcium sulphate. Biological importance of Na, K, Mg and Ca.

Block Elements:

General introduction, electronic configuration, occurrence. Variation of properties and oxidation states, trends in chemical reactivity. Anomalous properties of the first element of the group. Boron- Physical and chemical properties and uses of boron. Borax, boric acid and boron hydrides. Preparation, structure and properties of diborane. Aluminum: uses, reactions with acids and alkalis. Potash alum.

Group 18 Elements: (ZERO Group Elements):

General introduction, electronic configuration, occurrence and isolation. Trends in physical and chemical properties and uses. Structures of Xenon oxides and halides.

What topics and sub-topics are included under the SVUEET Syllabus 2020 of Mathematics?

SVUEET Syllabus 2020 is available on the official website ( SVUEET Syllabus 2020 is as same as the AP EAMCET state level exam, elaborated as Andhra Pradesh Engineering, Agriculture, Medical Common Entrance Test, which is state level exam.

SVUEET Syllabus 2020of Mathematics


  • 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 – Relations between the roots and Coefficients in any equation –
  • Transformation of equations – reciprocal equations.
  • 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 and their properties – De Moivre’s theorem – Applications – Expansions of trigonometric functions.


  • 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


  • Random experiments – Sample space – events – probability of an event – addition and multiplication theorems of probability – Conditional event and conditional probability – Bayes 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, distance between two points in the space, section formula, centroid of a triangle and tetrahedron.
  • Direction Cosines and direction ratios of a line – angle between two lines
  • Cartesian equation of a plane in (i) general form (ii) normal form and (iii) intercept form – angle between two planes
  • Sphere – Cartesian equation – Centre and radius.


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

Disclaimer: The above information is for general informational purposes only. All information on the Site is provided in good faith, however we make no representation or warranty of any kind, express or implied, regarding the accuracy, adequacy, validity, reliability, availability or completeness of any information on the Site.
Tags: SVUEET,SVUEET Syllabus 2021, SVUEET Syllabus, SVUEET 2021 Syllabus, Syllabus of SVUEET 2021

SVUEET Syllabus 2021 - FAQ

1. Who release SVUEET Syllabus 2020?

SVUEET Syllabus 2020 released by the exam official boards of Sri Venkateswara University of Tirupathi. They release the SVUEET Syllabus on their official website and the candidates can access the SVUEET Syllabus online to get prepared for the exam.

2. What “block topics” are covered under the Chemistry Syllabus of SVUEET?

SVUEET Syllabus block element topics are,

  • 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)
3. What subtopics are covered under the Environmental Chemistry of SVUEET?

The topics covered are Definition of terms, types of Pollution, Air, Water and Soil pollution. Oxides of carbon, carbon monoxide, oxides of nitrogen and sulphur, chloro fluoro carbons. Chemical reactions in atmosphere, smog, major atmospheric pollutants, acid rain. Ozone and its reactions, effects of depletion of the ozone layer. Greenhouse effect and global warming. Pollution due to industrial wastes. Green chemistry as an alternative tool for reducing pollution with two examples.

4. What topics of “Vector Algebra '' are covered under the Mathematics SVUEET Syllabus 2020?

The topics covered under “Vector Algebra” are,

  • 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.
5. What “Probability” topics are covered under the Mathematics SVUEET Syllabus 2020?

The probability topics covered under SVUEET Syllabus 2020 are 

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

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