Engineering mathematics III
J C Lattanzio
3 points * 26 lectures, 12 consultation/practical classes * First/Second semester * Clayton * Prerequisites: MAT1920
Vector analysis of scalar and vector fields. Line integrals; double and triple integrals; surface integrals. Divergence theorem. Stokes' theorem. Line integrals independent of path. Extrema of functions in two or three variables; Lagrange multipliers. Analytic functions of a complex variable: Cauchy's theorem and applications.
Assessment
Examinations (1.5 hours): 90% * Assignments: 10%
Recommended texts
Kreyszig E Advanced engineering mathematics 6th edn, Wiley, 1988
Newland D E Random variations and spectral analysis Longman, 1975