TS LPCET - Syllabus

Telangana State Lateral Polytechnic Common Entrance Test

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TS LPCET 2023 Syllabus: Check subject wise Syllabus, Important Books.

Updated On - April 04 2023 by Divyansh K

TS LPCET 2023 Syllabus is released by the State Board of Technical Education and Training (SBTET), Hyderabad. Telangana State Lateral Polytechnic Common Entrance Test is a state-conducted examination to nominate candidates admission in various Polytechnic Institutions/Colleges of the Telangana State.  A syllabus will help the candidates to know how to go about preparing for the exam. Candidates can check TS LPCET Syllabus 2023 and other details regarding it from this article.

TS LPCET 2023 Syllabus

Given below is the syllabus for TS LPCET:

Mathematics Syllabus

Logarithms: Definition of logarithm and its properties, natural and common logarithms; the meaning of
e and exponential function, logarithm as a function and its graphical representation– Solve some simple problems.
Partial Fractions: Rational, proper and improper fractions of polynomials.
Matrices and Determinants: Definition of matrix, types of matrices - examples, algebra of matrices - equality of two matrices, sum, difference, scalar multiplication and product of matrices. Transpose of a Matrix Symmetric, Skew symmetric matrices - Minor, cofactor of an element - Determinant of a square matrix
up to 3rd order - Laplace’s expansion, properties of determinants. Singular and non -singular matrices - Adjoint and multiplicative inverse of a square matrix – related problems.
Compound angles: Formulae of Sin (A±B), Cos(A±B), Tan (A±B), Cot (A±B), and related identities with problems- Derive the values of sin150, cos150, sin750, cos750, tan 150, tan750 etc. -Derive identities like sin(A+B) sin(A-B) = sin2A – sin2B etc.
Multiple and sub-multiple angles: Trigonometric ratios of multiple angles 2A, 3A and submultiples angle A/2 with problems.
 Algebra and Trigonometry
Transformations: Transformation of products into sums or differences and vice versa simple problems - Solve problems by applying these formulae to sum or difference or product of three or more terms.
Inverse trigonometric functions: Define inverses of six trigonometric functions along with their domains and ranges - Derive relations between inverse trigonometric functions so that given A=sin-1x, express angle A in terms of other inverse trigonometric functions- with examples.
Solution of Simultaneous equations using Matrices & Determinants.: System of linear equations in 3 Variables - Solutions by Cramer’s rule, Matrix inversion method –Examples- Elementary row operations on Matrices-Gauss - Jordan method to solve a system of equations in 3 unknowns.
Solutions of triangles: Solve a triangle when (i) three sides (SSS) (ii) two sides and an included angle (SAS) (iii) one side and two angles are given (SAA)- Simple

Physics Syllabus

Units, Dimension and Friction
Physical quantity - Fundamental and derived quantities – Unit – definitions - S.I units - Advantages of S.I. units - Dimensions and dimensional formula - definitions -units and dimensional formula for physical quantities -Principle of homogeneity - Applications of dimensional analysis – Friction
Elements of Vectors
Scalar and vector quantities – definitions and examples – Graphical representation of a vector - Classification of vectors
Projectile motion– definition- examples - Horizontal projection – Time of flight and Horizontal range –derivations - Oblique projection
Properties of Matter
Elasticity and plasticity- definitions - Stress and Strain–definitions and expressions- elastic limit- Hooke’s law –statement- modulus of elasticity
Heat and Thermodynamics
Heat– expansion of gases- Boyle’s law– concept of absolute zero- Absolute scale of temperature – Charles’ laws - Ideal gas equation
Conservation Laws and Energy Sources
Work and Energy - Potential Energy and kinetic energy – examples – expressions for PE and KE - derivations -Work - Energy theorem – derivation – Law of conservation of energy

Chemistry Syllabus

Fundamentals of Chemistry

Atomic Structure

Chemical Bonding


Solution and Colloids
Introduction - Classification of solutions based on physical state - Molecular weights, Equivalent weights - Expression of concentration – Mole concept, Molarity, Normality, Numerical problems on Mole, molarity and normality - Colloids - Types of colloids - Lyophilic and Lyophobic - Industrial applications of colloids
Acids and Bases

Theories of acids and bases and limitations

Ionic product of water

Buffer solutions
Environmental Studies-I
Environment - scope and importance of environmental studies
Concept of ecosystem, producers, consumers and decomposers - Biodiversity, definition and threats to Biodiversity - Forest resources - Overexploitation -Deforestation.
Water TechnologySoft and hard water- causes of hardness – types of hardness - disadvantages of hard water - degree of hardness (ppm) - softening methods - permutit process - ion exchange process
Conductors, insulators, electrolytes – Types of electrolytes - Arrhenius theory of electrolytic dissociation

TS LPCET 2023 Important Books

Given below are some of the books that candidates can refer to:

  • Engineering Chemistry by Jain and Jain
  • A Textbook of Engineering Chemistry by S.S. Dara
  • Environmental Studies by A.K. De.
  • Engineering Physics by R.K. Gaur, S.L. Gupta
  • ISC Physics, Book I & II, by P. Vivekanandan, D.K. Banarjee, S. Chand
  • NCERT Mathematics, Class 11th and 12th
  • Plane Trigonometry by S.L. Looney
  • Text Book of Matrices by Shanthi Narayana

Qualifications Terms of TS LPPET 2023

Nationality and Home
1. The candidate must be of Indian nationality.

2. The applicant must be a resident of Telangana district only and must meet the requirements of the Local / Non-Local environment as set out in the Telangana District Education Institutions or 1974 as amended later.

Qualifications of Education
Telugu Pandit:
You must have a Telugu Graduate Degree as an optional / Graduate Degree in Telugu Literature / Bachelor's Degree in Oriental Language (BOL) Telugu / Post Graduation Degree in Telugu with a minimum mark of 50% (SC / ST / BC / PH -45% Marks) from a recognized university / college.

Hindi Pandit:
You must have a Hindi Degree in Hindi as an optional course / Graduation in Hindi Literature / Bachelor in Oriental Language (BOL) in Hindi / Post Graduation Degree in Hindi with 50% marks (SC / ST / BC / PH -45% Marks) from a recognized university / college.

Urdu Pandit:
You must have a Urdu Degree as one of the optional subjects / Graduation in Urdu Literature / Bachelor's Degree in Oriental Language (BOL) in Urdu / Post Graduation Degree in Urdu with a minimum mark of 50% (SC / ST / BC / PH -45% Marks) from a recognized university / college.

Age Limit
Candidates must be 19 years old from July 01-07-2023. There is no age limit.

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Form Start Date:

11 Jun 2023

Form End Date:

15 Jul 2023

The last date to submit the form was on 15 Jul 2023
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