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TS SBTET Syllabus 2019 Diploma C-18 Semester Subject wise Download PDF

TS SBTET Syllabus

Download Now – TS SBTET Syllabus PDF!! State Board Of Technical Education and Training, Telangana conducts semester examination at regular interval of time to analyze the knowledge of its students. Candidates pursuing Diploma C-18 Programme from the Organization can download TS SBTET Syllabus Subject wise from here.

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TS SBTET Syllabus

Following are the direct links to obtain complete syllabus of Diploma C-18 Courses. Students can hit on the appropriate link to download TS SBTET Syllabus PDF of the desired subject. Have a Look…

TS SBTET Diploma C-18 1st Sem Syllabus

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TS SBTET C-18 2nd Sem Syllabus (Part-I & II)

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Download TS SBTET C-18 3rd Sem Syllabus PDF

Architectural Assistantship (DAA)Download Here
Automobile Engineering (DAE)Download Here
Commercial And Computer Practice
(DCCP)
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Civil Engineering (DCE)Download Here
Chemical Engineering (DCHE)Download Here
Computer Engineering (DCME)Download Here
Electronics Communication Engineering
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Electrical & Electronics Engineering
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Electronics and Instrumentation
Engineering (DEIE)
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Footwear Technology (DFWT)Download Here
Hotel Management and Catering
Technology (DHMCT)
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Leather Technology(DLT)Download Here
Mechanical Engineering (DME)Download Here
Mining Engineering (DMNG)Download Here
Packaging Technology (DPKG)Download Here
Printing Technology (DPT)Download Here
Textile Technology (DTT)Download Here

TS SBTET Syllabus -Diploma In Architectural Assistantship (1st Year)

Mathematics

Algebra
Unit I
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.
Unit – II
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, co-factor 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.
Trigonometry
Unit-III
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 sin 15°, cos 15°, sin 75°, cos 75°, tan 15°, tan 75° etc.-Derive identities like sin(A+B) sin(A-B) = sin 2 A – sin 2 B etc.,
Multiple and sub multiple angles: Trigonometric ratios of multiple angles 2A, 3A and sub multiples angle A/2 with problems – Derive useful allied formulas etc., – Solve simple problems using the above formula
Unit – IV
Properties of triangles: Statements of Sine rule, Cosine rule, Tangent rule and Projection rule
Hyperbolic functions: Definitions of hyperbolic functions – Sinh x, cosh x , tanh x etc., -identities of hyperbolic functions, inverse hyperbolic functions and expression of inverse Hyperbolic functions in terms of logarithms.
Complex Numbers: Definition of a complex number, Modulus and conjugate of a complex number, Arithmetic operations on complex numbers, Modulus- Amplitude (polar) form,Exponential (Euler) form of a complex number.
Algebra & Trigonometry
Unit – V
Transformations: Transformation of products into sums or differences and vice versa -Simple problems – Solve problems by applying these formula 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. State various properties of inverse trigonometric functions and identities. Derive formulae and solve simple problems.
Unit – VI
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 problems.

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Basic Physics

UNIT – 1: UNITS, DIMENSIONS 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 – causes – types of friction – Normal reaction – Laws of static friction – coefficients of friction – expression – rough horizontal surface -expressions for Acceleration, Displacement, Time taken to come to rest and Work done Advantages and disadvantages of friction – Methods to reduce friction – Problems on friction only.
UNIT – 2: ELEMENTS OF VECTORS
Scalar and vector quantities – definitions and examples – Graphical representation of a vector – Classification of vectors (Proper vector, Unit vector, Equal vector, Negative vector, Collinear vector and Position vector) Resolution of vector – Triangle law of vector addition – Parallelogram law of vectors – statement- expression for magnitude and direction of resultant vector –derivation- illustrations(working of sling and flying bird) -Representation of a vector in unit vectors i, j and k – Dot product of vectors-definition-application to work done by force – properties of dot product – Cross product of vectors–definition – Right hand thumb rule and right hand screw rule – application to moment of force – properties of vector product – area of parallelogram and triangle in terms of cross product – – related problems
UNIT – 3: MECHANICS
Projectile motion – definition – examples – Horizontal projection – Time of flight and Horizontal range – derivations – Oblique projection – Expression for path of a projectile in oblique projection – derivation– Maximum height, Time of ascent, Time of descent, Time of flight and Horizontal range and maximum horizontal range – derivations – Circular motion, angular velocity, time period and frequency of revolutions–Definitions– Relation between linear velocity and angular velocity – derivation–centripetal force – centrifugal force – definitions and expressions only- application (banking of curved path) – angle of banking- expression only – related problems
UNIT – 4: PROPERTIES OF MATTER
Elasticity and plasticity- definitions – Stress and Strain – definitions and expressions -elastic limit – Hooke’s law – statement – modulus of elasticity – Young’s modulus –Derivation – Cohesive and adhesive forces – Surface tension – Illustrations – Capillarity–angle of contact – definition- examples for capillarity- Formula for Surface tension based on capillarity (no derivation) – Viscosity – Illustrations of viscosity – Newton’s formula for viscous force – derivation – Coefficient of viscosity – Poiseuille’s equation -Effect of temperature on viscosity of liquids and gases– streamlines – laminar flow-turbulent flow-Reynold’s number- equation of continuity – statement – related problems.
UNIT – 5: HEAT AND THERMODYNAMICS
Heat – expansion of gases – Boyle’s law –concept of absolute zero – Absolute scale of temperature – Charles’ laws – Ideal gas equation – derivation – value of universal gas constant ’R’ – Isothermal and Adiabatic, processes – Differences between iso-thermal and adiabatic processes – Internal energy and external work done – Expression for work done– derivation – first law of thermodynamics –application of first law to iso-thermal, and adiabatic processes – second law of thermodynamics – specific heat of a gas – molar specific heat of a gas – definitions – derive relation between Cp and Cv – related problems.
UNIT – 6: 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 – examples – Law of conservation of energy in the case of freely falling body –proof – Illustration of conservation of energy in the case of simple pendulum– Nonrenewable and renewable energy sources – definition and applications (solar cooker,wind mill and bio-gas) – Green House effect – related problems

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GENERAL ENGINEERING CHEMISTRY

UNIT-I: Fundamentals of Chemistry
Atomic Structure: Introduction – Atomic number – Mass number- Bohr’s Atomic theory – Aufbau principle – Hund’s rule – Pauli’s exclusion Principle- Orbitals, shapes of s, p and d orbitals – Electronic configuration of elements
Chemical Bonding: Introduction – Electronic theory of valency – Types of chemical bonds – Ionic, covalent and co-ordinate covalent bond with examples – Properties of Ionic and Covalent compounds
Oxidation-Reduction: Electronic Concepts of Oxidation-Reduction, Oxidation Number- calculations.
UNIT-II: Solutions 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.
UNIT-III: Acids and Bases
Introduction – theories of acids and bases and limitations – Arrhenius theory-Bronsted -Lowry theory – Lewis acid base theory – Ionic product of water – pH and related numerical problems – Buffer solutions- buffer action – Applications of buffer solution.
UNIT-IV: Environmental Studies-I
Introduction – environment -scope and importance of environmental studies- important terms – renewable and non-renewable energy sources – Concept of ecosystem, producers, consumers and decomposers – Biodiversity, definition and threats to Biodiversity- Forest resources- Over exploitation-Deforestation.
UNIT-V: Water Technology
Introduction -soft and hard water – causes of hardness – types of hardness -disadvantages of hard water – degree of hardness (ppm) – softening methods – permutit process – ion exchange process – drinking water – municipal treatment of water for drinking purpose – Osmosis, Reverse Osmosis – advantages of Reverse osmosis – Desalination by Electro -dialysis – Defluoridation – Nalgonda technique.
UNIT-VI: Electro-chemistry
Conductors, insulators, electrolytes –Types of electrolytes – Arrhenius theory of electrolytic dissociation – Electrolysis –Electrolysis of fused NaCl and aqueous NaCl– applications of electrolysis- Faraday’s laws of electrolysis- numerical problems.

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BUILDING MATERIALS

Unit 1: Stones
Characteristics of good building stone, Common Varieties of stones, granites, marble,cuddapah-slabs, shahbad stones, sand stone, lime stone, dressing of stones – purpose and uses.
Unit 2: Bricks
ISI specifications of bricks IS-1077-1971, Characteristics of good bricks, Uses of bricks, Uses and properties of refractory bricks
Unit 3: Sand
River sand, Pit sand and Sea Sand.Characteristics of the above sands, Uses of sand, Bulking of sand – Percentage of bulkage allowance to be permitted, Crushed stone powder as substitute of sand
Unit 4: Clay Products
Tiles – Types of tiles – Roofing tiles (Mangalore tiles only) Floortiles – Ceiling tiles – Wall tiles, Characteristics of good tiles, Stoneware pipes – Uses, Porcelain and glazed tiles
Unit 5: Timber and Timber Products
Characteristics of good timber, Seasoning of timber – Importance, preservation of timber, common varieties of timber used for different works – Doors, Windows, Framework, Centering, Flooring and Cladding.Wood Products – Veneer, Ply wood, Particle Board, Laminated Board, Straw board, MDF, LDF and their uses
Unit 6: Cement, Mortars and Concrete
Ingredients of Cement, Classification of Cement – Ordinary Portland cement, quick –setting cement. Rapid hardening cement, White cement, coloured cement, Characteristics of ordinary Portland cement, Grades of cements, and their strength & uses, Blended cement.Mortars and Concrete: Different types of mortars and concretes and their properties and uses, Properties of sand, water, cement and metal in proportioning of mortars and concrete

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TS SBTET Syllabus 2019

Here we have provided complete syllabus and other examination details about the C18 1st, 2nd and 3rd Semester. Students pursing these Programmes from the State Board Of Technical Education and Training, Telangana can check and download TS SBTET Diploma Syllabus through direct links provided above in this web page.

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