Third Semester

Course Description:

 The course addresses the English language needs of the students at the undergraduate level. The focus will be upon four categories: Prose, Poetry, Vocabulary, and Grammar.  In addition to these the last two units focus upon developing the writing skills of students by including essay writing and report writing. The content of the text raises questions of how English is used in India versus how it ought to be used and thus engaging the debates about a “standard English” and the need of adapting English to the local cadence and culture of India. Similarly, the British and American variations of the language are included to orient the students to broaden their view of English as an International language. Overall the course will focus upon the critical thinking faculties of the students concerning academic, linguistic, political, literary and ethical concepts.

 

The syllabus has been designed to develop linguistic and communicative competence of undergraduate students. The teachers also ask comprehension questions to stimulate discussion and based on the discussions the students are made to write short paragraphs /essays, participate in group discussions.

 


Course Objective:

The course is aimed at exposing the students to the foundations of analysis which will be useful in understanding various physical phenomena

Course Outcomes:

After completion of this course the student will be able to:

CO1:  Understanding the concept of Sequence and  the convergence of sequences and             series

CO2:  find the interval and radius of convergence of power series

CO3:  Use the definitions of convergence as they apply to sequences, series, and                      functions

CO4:  Determine uniform convergence of a sequence of functions

CO5:  Understand the convergence properties of power series

CO6:  understanding of how Cauchy's criterion for the convergence of Sequences and               Series

CO7:  Determine the Riemann integrability and prove a selection of theorems                             concerning integration

CO8:  Apply  the Fundamental Theorem of Calculus to problems in the context of real              analysis

 

This course will teach the learner how to implement some fundamental data structures and algorithms in C++ with a combination of theoretical introduction  and practical C++ implementation code.

Course Outcomes:-                            
The course will help students to develop the ability to:
CO1:   Write algorithms and Pseudo-code
CO2:   Draw flowchart to slove given problem
CO3 :  Analyse an algortihm
CO4:   Implement Linear and Non-Linear data structures
CO5:   Summarize searching and sorting techniques
CO6:   Describe stack,queue and linked list operation and inplement them using OOP concepts.
CO7:   Gain knowledge about trees and graphs concepts
CO8:   Articulate applications of various data structrues
CO9:   Make a choice of the appropriate data structure to solve a programming problem
CO10: Write programs using C++ to impement various operations on ADTs.