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COURSE PRO FORMA

IMPORTANT:
Contents of this Pro Forma shall not be changed without the Senate’s approval for items indicated with *. Changes
to the other items can be approved at the Academy/Faculty/Institution/Centre level.

Code KXEX2245
Title Vector Analysis
Pre-requisite KXEX1144,KXEX1145

Student Learning Time (SLT) 80 hours
Credit 2
Learning Outcomes 1.Differentiate & Integrate The Vector Function

2.Deal With Gradient, Divergence & Curl

3.Use Gauss Theorem & Stroke Theorem

Synopsis Differentiation & Integration of Vector Function. Gradient , Divergence &
curl. Directional Derivative. Line, Surface & Volume Integrals. Curvilinear
Coordinates. Gauss Theorem & Strokes Theorem

Assessment 40% Continuous Assessments

60% Final Examination
References Vector Analysis (Schaums Outline Seris) Murray R. Spiegal. Mcgraw-Hill
(1959)

Soft skills Communication Skills (CS1, CS2, CS3)

Critical Thinking and Problem Solving Skills (CT1, CT2)
Team work Skills (TS1,TS2)

UM-PT01-PK03-BR003(BI)-S04