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Kanpur University Syllabus 2018 CSJM Syllabus for Arts, Science, Commerce

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Kanpur University Syllabus          

Kanpur University Syllabus 2018: Chhatrapati Shahu Ji Maharaj University, Kanpur is well known university which offers various UG and PG Programmes. In order to promote candidates in next standard, they conduct examination twice in a year. Kanpur University Syllabus is provided here that can help you in preparation of the exam.

Candidates can download CSJM Syllabus for Arts, Science, and Commerce separately as our team www.privatejobshub.in has presented direct link of Kanpur University Syllabus here. Apart from it, you may go through official to download Kanpur University Syllabus LLB, Kanpur University Syllabus Ma Political Science, CSJM University Syllabus BBA, CSJM University Chemistry Syllabus and CSJM University Kanpur BBA Syllabus.

Kanpur University Syllabus

Chhatrapati Shahu Ji Maharaj University which is commonly called Kanpur University conducts the examination for the provided courses such as BSC / BA / BCA / BBA / B.Ed / MBA / PGDCA, twice in a year. Applicants, who are studying in Chhatrapati Shahu Ji Maharaj University, can now fetch Kanpur University Syllabus from here.

CSJM Syllabus for Bachelors of Computer Application Semester I Syllabus:

Computer Fundamental & Office Automation

Unit I: Introduction to Computers
  • Block diagram of computer
  • Mini Computers
  • Mainframe Computers
  • Types of Programming Languages (Machine Languages, Assembly Languages
  • Data Organization, Drives
  • Types of Memory (Primary And Secondary) RAM, ROM, PROM, EPROM
  • I/O Devices (Scanners, Plotters, LCD, Plasma Display)
  • Introduction to Binary, Octal
  • Simple Addition
  • Multiplication

  • Introduction, Characteristics of Computers
  • Types of computers and features
  • Micro Computers
  • Super Computers
  • High Level Languages)
  • Files, Directories.
  • Secondary Storage Devices (FD, CD, HD, Pen drive)
  • Number Systems
  • Hexadecimal system Conversion
  • Subtraction,


Unit II: Algorithm and Flowcharts
Algorithm: Definition, Characteristics, Advantages and disadvantages, Examples
Flowchart: Definition, Define symbols of flowchart, Advantages and disadvantages, Examples


Unit III: Operating System and Services in O.S.
  • Dos – History
  • Internal and External Commands
  • Types of O.S

  • Files and Directories
  • Batch Files

Unit IV: Windows Operating Environment
  • Features of MS – Windows
  • Taskbar
  • Windows Application
  • Windows Accessories
  • Paintbrush

  • Control Panel
  • Desktop
  • Icons
  • Notepad


Unit V: Editors and Word Processors
Basic Concepts
Examples: MS-Word
Introduction to desktop publishing
--

Unit VI: Spreadsheets and Database packages
  • Purpose
  • command
  • Creation of files in MS-Access
  • MS-PowerPoint

  • usage
  • MS-Excel
  • Switching between application


Programming Principle & Algorithm
Unit I: Introduction to ‘C’ Language
History
Structures of ‘C’ Programming
Function as building blocks
Language Fundamentals
Character set
C Tokens
Keywords
Identifiers
Variables
Constant
Data Types
Comments

Unit II: Operators
Types of operators
Precedence and Associativity
Expression
Statement and types of statements
Build in Operators and function
Console based I/O and related built in I/O function: printf() scanf() getch() getchar() putchar();
Concept of header files
Preprocessor directives: #include #define

Unit III: Control structures
Decision making structures
 If If-else Nested If-else Switch
Loop Control structures
 While Dowhile for Nested for loop
Other statements
 break continue goto exit

Unit IV: Introduction to problem solving
Problem solving techniques (Trail & Error Brain Stroming Divide & Conquer)
Steps in problem solving (Define Problem Analyze Problem Explore Solution)
Algorithms and Flowcharts (Definitions Symbols)
Characteristics of an algorithm
Conditionals in pseudo-code
Loops in pseudo code
Time complexity: Big-Oh notation efficiency
Simple Examples: Algorithms and flowcharts (Real Life Examples)

Unit V: Simple Arithmetic Problems

Addition / Multiplication of integers
Determining if a number is +ve / -ve / even / odd
Maximum of 2 numbers
3 numbers
Sum of first n numbers
given n numbers
Integer division
Digit reversing
Table generation for n
Factorial
sine series
cosine series
nCr
Pascal Triangle
Prime number
Factors of a number
Other problems such as Perfect number
GCD numbers etc (Write algorithms and draw flowchart)
Swapping
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Want help in Preparation? Get Tips: Practice Which Helps In Preparation

Unit VI: Functions

Basic types of function
Declaration and definition
Function call
Types of function
Parameter passing
Call by value
Call by reference
Scope of variable
Storage classes
Recursion

Principle of Management

Unit I: Nature of Management
  • Meaning
  • Defination
  • it’s nature purpose
  • importance & Functions
  • Management as Art
  • Science & Profession- Management as social System Concepts of management Administration-Organization
  • Management Skills
  • Levels of Management

Unit II: Evolution of Management Thought

  • Contribution of F.W.Taylor
  • Henri Fayol
  • Elton Mayo
  • Chester Barhard & Peter Drucker to the management thought.
  • Business Ethics & Social Responsibility: Concept Shift to Ethics Tools of Ethics.

Unit III: Functions of Management: Part-I

Planning – Meaning- Need & Importance
types
Process of Planning
Barriers to Effective Planning
levels – advantages & limitations
Forecasting- Need & Techniques
Decision making-Types - Process of rational decision making & techniques of decision making
Organizing – Elements of organizing & processes:
Types of organizations
Delegation of authority – Need
difficulties Delegation – Decentralization
Staffing – Meaning & Importance
Direction – Nature – Principles
Communication – Types & Importance

Unit IV: Functions of Management: Part-II

Motivation – Importance – theories
Leadership – Meaning –styles
qualities & function of leader
Controlling - Need Nature
importance
Process & Techniques
Total Quality Management
Coordination – Need – Importance

Unit V: Management of Change

Models for Change
Force for Change
Need for Change
Alternative Change Techniques
New Trends in Organization Change
Stress Management


Unit VI: Strategic Management

Definition
Classes of Decisions
Levels of Decision
Strategy
Role of different Strategist
Relevance of Strategic Management and its Benefits
Strategic Management In India
---

Business Communication

Unit I: Means of Communication

Meaning and Definition – Process – Functions – Objectives – Importance – Essentials of good communication – Communication barriers
7C’s of Communication

Unit II: Oral Communication

Meaning
nature and scope – Principle of effective oral communication – Techniques of effective
speech – Media of oral communication (Face-to-face conversation – Teleconferences– Press
Conference – Demonstration – Radio Recording – Dictaphone – Meetings – Rumour– Demonstration and Dramatisation – Public address system – Grapevine – Group Discussion – Oral report – Closed circuit TV)
The art of listening – Principles of good listening

Unit III: Written Communication

Purpose of writing
Clarity in Writing
Pricinciple of Effective writing
Writing Techniques
Electronic Writing Process
---


Unit IV: Business Letters & Reports

  • Need and functions of business letters – Planning & layout of business letter – Kinds of business
  • letters – Essentials of effective correspondence
  • Purpose
  • Kind and Objective of Reports
  • Writing Reports

Unit V: Drafting of business letters

Enquiries and replies – Placing and fulfilling orders – Complaints and follow-up Sales letters – Circular letters Application for employment and resume

Unit VI: Information Technology for Communication

Word Processor – Telex – Facsimile(Fax) – E-mail – Voice mail –Internet – Multimedia –
Teleconferencing – Mobile Phone Conversation – Video Conferencing –SMS – Telephone Answering
Machine – Advantages and limitations of these types.

Mathematics -I

Unit I: Determinants
Definition
Minors

Cofactors
Properties of Determinants

Matrices:
Definition

Types of Matrices
Addition

Subtraction
Scalar Multiplication and Multiplication of Matrices

Adjoint
Inverse

Cramers Rule
Rank of Matrix Dependence of Vectors

Eigen Vectors of a
Matrix

Caley-Hamilton Theorem (without proof)
---



Unit II: Limits & Continuity
Limit at a Point
Properties of Limit
Computation of Limits of Various Types of Functions
Continuity at a Point
Continuity Over an Interval
Intermediate Value Theorem
Type of Discontinuities
---

Unit III: Differentiation
Derivative
Derivatives of Sum
Differences
Product & Quotients
Chain Rule
Derivatives of Composite Functions
Logarithmic Differentiation
Rolle’s Theorem
Mean Value Theorem
Expansion of Functions (Maclaurin’s & Taylor’s)
Indeterminate Forms
L’ Hospitals Rule
Maxima & Minima
Curve Tracing
Successive Differentiation & Liebnitz Theorem
----


Unit IV: Integration
Integral as Limit of Sum
Fundamental Theorem of Calculus( without proof.)

Indefinite Integrals
Methods of Integration Substitution

By Parts Partial Fractions
Reduction Formulae for Trigonometric Functions

Gamma and Beta Functions (definition)
--


Unit V: Vector Algebra
Definition of a vector in 2 and 3 Dimensions
Double and Triple Scalar
Vector Product
physical interpretation of area and volume

Mathematics II

Unit I: Sets
Sets
Subsets
Equal Sets Universal Sets
Finite and Infinite Sets
Operation on Sets
Union
Intersection and Complements of Sets
Cartesian Product
Cardinality of Set
Simple Applications

Unit II: Relations And Functions
Properties of Relations
Equivalence Relation
Partial Order Relation Function:
Domain and Range
Onto Into and One to One Functions
Composite and Inverse Functions
Introduction of Trignometric
Logarithmic and Exponential Functions.
Unit III: Partial Order Relations And Lattices
Partial Order Sets
Representation of POSETS using Hasse diagram
Chains Maximal and Minimal Point
Glb lub
Lattices & Algebric Systems
Principle of Duality
Basic Properties
Sublattices
Distributed & Complemented Lattics
---

Unit IV: Functions Of Several Variables
Partial Differentiation
Change of Variables
Chain Rule
Extrema of Functions of 2 Variables
Euler’s Theorem
---

Unit V: 3d Coordinate Geometry
Coordinates in Space Direction Cosines
Angle Between Two Lines
Projection of Join of Two Points on a Plane
Equations of Plane Straight Lines
Conditions for a line to lie on a plane
Conditions for Two Lines to be Coplanar
Shortest Distance Between Two Lines
Equations of Sphere
Tangent plane at a point on the sphere.
--

Unit VI: Multiple Integration
Double Integral in Cartesian and Polar Coordinates to find Area
Change of Order of Integration
Triple Integral to Find Volume of Simple Shapes in Cartesian Coordinates


Kanpur University LLB Syllabus:

Three Year (Six Semesters) Degree Course of Study

LL.B. (FIRST SEMESTER)
I-Constitutional Law-I
II-Law of Contract
III-Family Law-I
IV-Law of Crimes Paper-I (Indian Penal Code)
V- Law of Tort including MV Accident and Consumer Protection Laws

LL.B. 2nd semester
Constitutional Law –II
Special Contract
Family Law-II
Public International Law
Professional Ethics & Professional Accounting System (Clinical)

LL.B. (THIRD SEMESTER)
Administrative Law
Environmental Law
III-Company Law
Property Law
Labor Law-I

LLB 4th semester
Law of Evidence
Law of Crime – II (Criminal Procedure Code) Civil Procedure Code & Lamination Act
Labour Law -II
Alternate Dispute Resolution (Clinical)

LLB. (Fifth Semester)
A1-Principles of Taxation law
A2-Banking Law
A3-Patent Right Creation and Registration
B1-Interpretation of Statutes and Principles of Legislation
B2-Human Rights law and Practice
B3-Investment Law
C1-Right to Information
C2-Law on Education
C3-bankruptcy & Insolvency


LLB. (Six Semester)
Land Law
General English and Legal Language
Group – A Copyright
Group – A Trust equity and fiduciary relation
Group – A Information Technology Law
Group – B Trade mark and design
Group – B International Organization
Group – B Penology and victimology
Group – C Insurance law
Group – C Humanitarian and refugee law
Group – C Law relating to woman

Kanpur University B.A Ist year (Mathematics) Syllabus

Paper I: Algebra and Trigonometry

Algebra
Part A
Sequence and its convergence (basic idea)
Comparison test
root test
Logarithmic ratio test
De Morgan and Bertrand test
Convergence of infinite series
ratio test
Raabe’s test
Cauchy’s condensation test
Part B
Definition of a group with examples and simple properties
Subgroups, Centre and normalizer
Coset decomposition
Permutation groups
Cyclic groups
Lagrange’s theorem and  its consequences.
Part C
Homomorphism and isomorphism
Normal subgroups,
Fundamental theorem of homomorphism
Class Equation
Cayley’s theorem
Quotient group
Conjugacy relation
Direct product
Part D
Introduction to rings
integral domains and fields
Homomorphism of rings
Quotient rings
Subrings
Characteristic of a ring
Ideals

Take a Test  Now

Trigonometry

Complex functions and separation into real and imaginary parts
Exponential
direct and inverse trigonometric and hyperbolic functions
logarithmic function
Gregory’s series
Summation of series.

Paper II: Calculus- Differential Calculus

Unit I
ε−δ definition of the limit of a function
Continuous functions and classification of discontinuities
Differentiability
Chain rule of differentiability
Rolle’s theorem
First and second mean value theorems
Taylor’s theorems with Lagrange’s and Cauchy’s forms of remainder
Successive differentiation and Leibnitz’s theorem
Unit II
Expansion of functions (in Taylor’s and Maclaurin’s series)
Forms
Jacobians.
Indeterminate
Partial differentiation and Euler’s theorem
Unit III
Maxima and Minima (for functions of two variables)
Curvature
Tangents and normals (polar  form only)
Envelopes and evolutes
Unit IV
Reduction formulae
Beta and Gamma functions.
Unit V
Qudrature
Volumes and surfaces of solids of revolution
Double and triple integrals
Liouville’s integral formulae
Rectification
Pappus theorem
Change of order of integration Dirichlet’s


Paper III: Geometry and Vector Calculus-

Unit I
General equation of second degree
Tracing of conics
Confocal conics
Polar equation of a conic and its properties.
System of conics
Unit II
Three dimensional system of co-ordinates
Projection and direction cosines
Plane
Straight line.
Unit III
cone and cylinder.
Sphere
Unit IV
Central conicoids
Reduction of general equation of second degree
Tangent plane and normal to a conicoid
Pole and polar
Conjugate diameters
Generating lines
Plane sections
Unit V
Vector differentiation and integration
Gradient
divergence and curl and their properties
Line integrals
Theorems of Gauss
Green and Stokes and problems based on these 

Download Kanpur University 2018 Syllabus PDF

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Discipline
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Kanpur University Syllabus of B.A
Economics
English Language
History
Political Science
Kanpur University Syllabus B.Com
Advertising Sales Promotion and Sales Management
Commerce
M.A. Kanpur University Syllabus

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Kanpur University Syllabus Link
M.Ed Kanpur University Syllabus 2018
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Kanpur University Syllabus 2018 M.Com
Kanpur University M.A. Syllabus 2018

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