School of Computing prospectus 2012 - Walter Sisulu University
School of Computing prospectus 2012 - Walter Sisulu University
School of Computing prospectus 2012 - Walter Sisulu University
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Assessment Year mark (DP) will be obtained assessments based on assignments and<br />
tests. Final mark will be obtained from the Year Mark (DP) x 40% + Exam<br />
Mark x 60%.<br />
Mechanics & Waves<br />
Code Course NQF Level Credits Semester<br />
PHY2101 Mechanics & Waves 6 16 1<br />
Lectures per week Practicals per week Tutorials<br />
per week<br />
34<br />
Number<br />
<strong>of</strong><br />
weeks<br />
4 x 50 min 1 x 180 min 2 x 40 min 15 160<br />
Notional<br />
hrs<br />
Content / Syllabus: Vector fundamentals; Rectilinear motion <strong>of</strong> a particle; Position dependent<br />
forces; The Harmonic oscillator; The general motion <strong>of</strong> a particle in three<br />
dimensions; Central forces; Dynamics <strong>of</strong> systems <strong>of</strong> particles; Coupled<br />
oscillators; The wave equation.<br />
Assessment: Modules mark (M) will be obtained from continuous assessment based on<br />
quizzes, tutorials, lab reports, and tests. The final mark will be obtained from<br />
the Module mark (M) and Summative Assessment (E) in the ratio 3:2.<br />
Entry Assumptions/Pre-requisites: PHY1101, PHY1202, MAT1101, MAT1201<br />
Co-requisites: MAT2101, MAT2201<br />
Multivariate Calculus<br />
Module Code Module Name NQF Level Credits Semester<br />
MAT2101 Multivariate Calculus 6 8 1<br />
Lectures per week Pracs per week Tutorials<br />
per week<br />
2 x 50 min 1 x 50 min 13<br />
Number <strong>of</strong><br />
weeks<br />
Notional<br />
hours<br />
Content / Syllabus Functions <strong>of</strong> several variables, surfaces, continuity, partial derivatives, implicit<br />
functions, the chain rule, higher order derivatives, Taylor’s theorem, local<br />
extrema and saddle points, multiple integrals, line integrals, Green’s theorem,<br />
Jacobians, spherical and cylindrical coordinates.<br />
Assessment Year mark (DP) will be obtained assessments based on assignments and tests.<br />
Final mark will be obtained from the Year Mark (DP) x 40% + Exam Mark x<br />
60%.<br />
Multivariable Distribution Theory & Linear Models<br />
Module Code Module Name NQF Level Credits Semester<br />
STA3101 Multivariable Distribution<br />
Theory & Linear Models<br />
Lectures per week Pracs per week Tutorials<br />
per week<br />
7 16 2<br />
4 x 50 min 1x 100 min 13<br />
SCHOOL OF COMPUTING<br />
Number<br />
<strong>of</strong><br />
weeks<br />
Notional<br />
hours