Kannur University B.Tech S4 Syllabus

I want the syllabus of B.Tech Computer Science And Engineering 4th Semester of Kannur University so can you please provide me?

[Shaleen]

Kannur University was established in 1996 to provide development of higher education. The University is approved by UGC.

Kannur University B.Tech Computer Science And Engineering 4th Semester syllabus

Code Subject

2K6CS 401 Engineering Mathematics III
2K6CS 402 Data Structures & Algorithms
2K6CS 403 Systems Programming
2K6CS 404 Microprocessors & Microcontrollers
2K6CS 405 Computer Organization & Design
2K6CS 406 Electric Circuits & Systems
2K6CS 407(P) Data Structures Lab
2K6CS 408(P) Hardware Lab

2K6 CS 401 : engineering mathematics III

3 hours lecture and 1 hour tutorial per week

Module I: (13 hours)

Complex analytic functions and conformal mapping: Complex functions – limits. derivative, analytic
function- Cauchy-Riemann equations- elementary complex functions such as powers, exponential
function, logarithmic, trigonometric and hyperbolic functions- Conformal mapping – Linear
fractional transformations- mapping by elementary functions

Module II: (13 hours)

Complex integration: Line integral, Cauchy’s integral theorem - Cauchy’s integral formula – Taylor’s
series, Laurent series – residue theorem – evaluation of real integrals using integration around unit
circle, around semicircle, integrating contours having poles on the real axis

Module III: (13 hours)

Jointly Distributed Random Variables: Joint distribution functions, independent random variables ,
covariance and variance of sums of random variables, joint probability distribution functions of
random variables, conditional probability and conditional expectations. Curve fitting: Method of least
squares, correlation and regression, line of regression.
Module IV: (13 hours)
Vibrating strings: One dimensional wave equation – D’ Alembert’s solution – solution by method of
separation of variables One dimensional heat equation - solution of the equation by the method of
separation of variable Solutions of Laplace’s equation over a rectangular region and a circular region by
the method of separation of variable
Reference books
1. Kreyszig E. Advanced Engineering Mathematics. Wiley Eastern
2. Johnson, Miller and Freud. Probability and Statistics for Engineers, Pearson Education Asia.
3. Wylie .C.R. Advanced Engineering Mathematics, Mc Grawhill.
4. B.S. Grewal. Higher Engineering Mathematics, Khanna Publishers.
5. Freund. J.E. Mathematical Statistics, Prentice hall of India.
Sessional work assessment
Assignments 2x10 = 20
2 tests 2x15 = 30
Total marks = 50

University examination pattern

Q I - 8 short type questions of 5 marks, 2 from each module
Q II - 2 questions A and B of 15 marks from module I with choice to answer any one
Q III - 2 questions A and B of 15 marks from module II with choice to answer any one
Q IV - 2 questions A and B of 15 marks from module III with choice to answer any one
Q V - 2 questions A and B of 15 marks from module IV with choice to answer any one





For complete syllabus here is the attachment


Contact address

Kannur University
Thavakkara Civil Station P.O.
Kannur, Kerala 670002