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VTU Syllabus 2018 All Branches (BE/B.Tech/MBA/MCA/M.Tech) Download pdf

VTU Syllabus

To get good rank in Visvesvaraya Technological University exams, students need to prepare from VTU Syllabus. Syllabus includes the information about every topic and question that are likely to be asked in examination.

You will get the VTU All Branches (BE/B.Tech/MBA/MCA/M.Tech) syllabus on this web page. And interested students can also download VTU Syllabus PDF by pressing the available links.

Importance of Syllabus:

Those students who prepare from syllabus and solve previous year question papers have more chances to crack any exam as compared to others. For better preparation, students take online mock test, this technique is mostly recommended by experts.

The Complete VTU Syllabus 2018 is available at below section by the team of www.recruitmentinboxx.com, take a look and start your preparation according to it.

VTU Syllabus

VTU B.E Syllabus

B.E Architecture I to V Semester Syllabus PDFHit Here
B.E Architecture VI Semester Syllabus PDFHit Here
B.E Nano Technology V Semester Syllabus PDFHit Here
B.E Nano Technology VI to VIII Semester Syllabus PDFHit Here
B.E.MINING ENGINEERING V Semester Syllabus PDFHit Here
B.E.MINING ENGINEERING VI Semester Syllabus PDFHit Here

 VTU PG Courses Syllabus

VTU MBA Syllabus PDFHit Here
VTU MCA Syllabus PDFHit Here

 VTU M.Tech Syllabus

M.Tech.- Structural Engineering Syllabus PDFHit Here
M.Tech. Computer Aided Engineering Syllabus PDFHit Here
M.Tech. In Bio Chemical Engineering Syllabus PDFHit Here
M.TECH. Design Engineering Syllabus PDFHit Here
M.TECH. Tool Engineering Syllabus PDFHit Here

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VTU Chemistry Syllabus:

VTU Engineering Mathematics Syllabus

Differential Calculus -1

Determination of nth order derivatives of Standard functions – Problems. Leibnitz’s theorem (without proof) – problems. Polar Curves – angle between the radius vector and tangent, angle between two curves, Pedal equation of polar curves. Derivative of arc length – Cartesian, Parametric and Polar forms (without proof) – problems. Curvature and Radius of Curvature – Cartesian, Parametric, Polar and Pedal forms(without proof) -problems

Differential Calculus -2

Taylor’s and Maclaurin’s theorems for function of onevariable (statement only)- problems. Evaluation of Indeterminate forms.

Partial derivatives – Definition and simple problems, Euler’s theorem (without proof) – problems, total derivatives, partial differentiation of composite functions-problems. Definition and evaluation of Jacobians

Vector Calculus:

Derivative of vector valued functions, Velocity, Acceleration and related problems, Scalar and Vector point functions. Definition of Gradient, Divergence and Curl-problems. Solenoidal and Irrotational vector fields. Vector identities – div (ɸA), curl (ɸA ),curl( grad ɸ), div(curl A).

Integral Calculus:

Reduction formulae – (m and n are positive integers), evaluation of these integrals withstandard limits (0 to π/2) and problems.
Differential Equations
Solution of first order and first degree differential equations
– Exact, reducible to exact and Bernoulli’s differential equations. Orthogonal trajectories in Cartesian and polar form. Simpleproblems on Newton\’s law of cooling.

Linear Algebra

Rank of a matrix by elementary transformations, solution of system of linear equations – Gauss-elimination method, Gauss–Jordan method and Gauss-Seidel method Eigen values and Eigen vectors, Rayleigh’s power method to find the largest Eigen value and the corresponding Eigen vector. Linear transformation, diagonalisation of a square matrix .Reduction of Quadratic form to Canonical form

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VTU Environmental Studies (Audit Course) Syllabus

Estimation of FAS potentiometrically using standard K2Cr2O7 solution

Estimation of Copper colorimetrically

Estimation of Acids in acid mixture conductometrically
Determination of pKa of weak acid using pH meter

Determination of Viscosity co-efficient of the given liquid using Ostwald’s viscometer

Estimation of Sodium and Potassium in the given sample of water using FlamePhotometer

Estimation of Total hardness of water by EDTA complexometric method
Estimation of CaO in cement solution by rapid EDTA method
Determination of percentage of Copper in brass using standard sodium thiosulphate solution
Estimation of Iron in haematite ore solution using standard K2Cr2O7 solution by External Indicator method
Estimation of Alkalinity (OH-, CO3– & HCO3-) of water using standard HCl solution

Determination of COD of waste water

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VTU Physics Syllabus

VTU Workshop Practice Syllabus

Use of Hand Tools: V-block, Marking Gauge, Files, Hack Saw,Drills, Taps and Minimum 3 models involving Dove tail joint, Triangular joint and Semicircular joint.
Welding: Study of electric arc welding tools &equipments, Models: Butt Joint, Lap Joint, T joint & L-joint.
Sheet Metal & Soldering Work: Development & Soldering of the models: Tray, Frustum of cone, Prism (Hexagon &Pentagon), Truncated Square Pyramid, Funnel.
Study & Demonstration of power tools in Mechanical Engineering.

VTU Engineering Physics Laboratory Syllabus

Black box experiment; Identification of unknown passive electrical components and determine the value of Inductance and Capacitance

Series and parallel LCR Circuits (Determination of resonant frequency and quality factor)
I–V Characteristics of Zener Diode (determination of kneevoltage, zener voltage and forward resistance)
Characteristics of Transistor (Study of Input and Output characteristics and calculation of input resistance, output resistance and amplification factor)
Photo Diode Characteristics (Study of I–V characteristics in reverse bias and variation of photocurrent as a function of reverse voltage and intensity).
Dielectric constant (Measurement of dielectric constant)
Diffraction (Measurement of wavelength of laser source using diffraction grating)
Torsional pendulum (Determination of M.I. of wire and Rigidity modulus)
Determination of Fermi energy (Measurement of Fermi energy in copper)
Uniform Bending Experiment (Determination of Youngsmodulus of material bar)
Newtons Rings, (Determination of radius of curvature of plano convex lens)

Verification of Stefan’s Law

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VTU MBA Syllabus

VTU Managerial Economics Syllabus

Managerial Economics:

Meaning, Nature, Scope & Significance, Uses of Managerial Economics, Objectives and alternative hypothesis of the firm – Law of Demand, Exceptions to the Law of Demand, Elasticity of Demand- Price, Income, Cross and Advertising Elasticity, Uses of Elasticity of Demand for Decision Making, – Demand Forecasting: Meaning and Significance.(problems on Elasticity of Demand only).

Production Analysis:

Concept, Production Function- Total, Average, & Marginal Product –Law of Variable Proportions & ISO-Quants & ISO Costs – Least cost factor combination- Returns to Scale- Economies and Diseconomies of Scale – Technological progress and production function

Cost and Revenue Profit Functions:

Cost Concepts, Fixed and variable costs- Total Cost, Average Cost, Marginal Cost, Opportunity Cost. – Short-run and Long-run Cost Curves
Profits: Determinants of Short-Term & Long Term Profits, Measurement of Profit.
Break Even Analysis- Meaning, Assumptions, Determination of BEA, Limitations and Uses of BEA in Managerial Economics (Problems on BEP only)

Market Structure:

Perfect Competition: Features, Determination of Price under Perfect Competition – Monopoly: Features, Pricing under Monopoly, Price Discrimination – Oligopoly: Features, Kinked Demand Curve, Cartel, Price Leadership – Monopolistic Competition: Features, Pricing under Monopolistic Competition, Product Differentiation Pricing – Descriptive Pricing- Price Skimming, Price Penetration.

Indian Economic Environment:

Overview of Indian Economy, Recent changes in Indian Economy. Measurement of National Income: Basic Concepts, Components of GDP- Measuring GDP and GNP, Difficulties in measuring National Income, Growth Rate.
Business Cycle – Features, Phases, Economic Indicators, Inflation: Types, causes, Measurement, Kinds of Price Indices,
Primary, Secondary and Tertiary Sectors and their contribution to the Economy, SWOT Analysis of Indian Economy.

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VTU Quantitative Methods Syllabus

Descriptive Statistics:

Measures of Central Tendency- mean, median, mode, Measures of Dispersion- Standard deviation, variance, Coefficient of Variance.

Correlation and Regression:

Scatter Diagram, Karl Pearson correlation, Spearman’s Rank correlation (one way table only), simple and multiple regressions (problems on simple regression only)

Probability Distribution:

Concept and definition – Rules of probability – Random variables –Concept of probability distribution – Theoretical probability distributions: Binomial, Poisson, Normal and Exponential – Baye’s theorem (No derivation) (Problems only on Binomial, Poisson and Normal).

Decision Theory:

Introduction – Steps of decision making process-types of decision making environments-decision making under uncertainty- Decision making under Risk- Decision tree analysis (only Theory)

Linear Programming:

Structure, advantages, disadvantages, formulation of LPP, solution using Graphical method.

Transportation problem:

Basic feasible solution using NWCM, LCM, and VAM unbalanced, restricted and maximization problems.

Project Management:

Introduction – Basic difference between PERT & CPM – Network components and precedence relationships – Critical path analysis – Project scheduling – Project time-cost trade off – Resource allocation, basic concept of project crashing.

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Steps to Download VTU Syllabus 2018:

Those students who want to download VTU All Branches Syllabus need to follow the basic steps:

  • Firstly students have to visit the official website of the organization that is www.vtu.ac.in
  • After that, check “Academic” section, visible on home page and hit on “UG Scheme & Syllabus/ PG Scheme & Syllabus” link.
  • Various links will be visible to you.
  • Now, press on appropriate link as per your program.
  • Then Visvesvaraya Technological University Syllabus will be shown on your digital screen.
  • At last, download it and take hard copy of it for future use.

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VTU All Branches Syllabus:

Students you will get complete syllabus by hitting the links available on this web page. For better preparation, you can take some help from previous year question paper and sample papers.

Official Note:

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