GTU 3110015 Mathematics –II: Basic Information and Course Outcome

Teaching and Examination Scheme:

Subject Code	Effective from	Subject Name	Category	Sem/Year	L	T	P	Credit	E	M	I	V	Total
3110015	2018-19	Mathematics –2	Basic Science Course	1	3	2	0	5	70	30	0	0	100

Type of course: Basic Science Course

Prerequisite: Calculus, Fourier series

Rationale: To compute line integrals, solution techniques of higher order ordinary differential equations, Fourier integral representation.

Suggested Specification table with Marks (Theory):

Legends: R: Remembrance; U: Understanding; A: Application, N: Analyze and E: Evaluate C: Create and above Levels (Revised Bloom’s Taxonomy).

Course Outcomes:

The objective of this course is to familiarize the prospective engineers with techniques in vector calculus, ordinary differential equations, Fourier integrals and Laplace transform. It aims to equip the students to deal with advanced level of mathematics and applications that would be essential for their disciplines.

To apply mathematical tools needed in evaluating vector calculus and their usage like Work, Circulation and Flux.

To apply the Laplace transform as tools which are used to solve differential equations and Fourier integral representation.

To apply effective mathematical tools for the solutions of first order ordinary differential equations.

To apply effective mathematical methods for the solutions of higher order ordinary differential equations.

To use series solution methods and special functions like Bessels’ functions.

Please find other related topic below.

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