Code | Faculty |
---|---|
07139923 | Fakulteit Ekonomiese en Bestuurswetenskappe |
Credits | Duration |
---|---|
Minimum duur van studie: 4 jaar | Totale krediete: 88 |
Dr BM Simelane [email protected] | +27 (0)124203632 |
Die program word slegs in Engels aangebied.
Die program is gerig op die opleiding van studente in die Ekonomiese en Bestuurs-wetenskappe wat nie aan die voorgeskrewe toelatingsvereistes vir ’n BCom-graad voldoen nie.
Dit is die ideale beginpunt vir studente wat belangstel in studies vir ’n BCom-graad in bestuur of finansiële wetenskappe. Studente moet gedurende Oktober van hulle eerste jaar aansoek doen om oor te skakel na die Fakulteit Ekonomiese en Bestuurs-wetenskappe (Hatfieldkampus). Plasing in BCom (Rekeningkundige Wetenskappe) en BCom (Beleggingsbestuur) kan nie gewaarborg word nie, aangesien dit keuringsrigtings met beperkte getalle is. Alle modules moet in die eerste jaar geslaag word om na enige van die BCom-programme oor te skakel.
Die eerste jaar word op Mamelodikampus aangebied.
Minimum vereistes | ||||||||
Prestasievlak | TPT | |||||||
Engels | Wiskunde | |||||||
NSS/IEB | HIGCSE | AS-Level | A-Level | NSS/IEB | HIGCSE | AS-Level | A-Level | |
4 | 3 | D | D | 3 | 4 | E | E | 26 |
Keuring vanaf die tweede jaar en verder moet met die Studenteadministrasie van die Fakulteit bespreek word.
Hoofvak
Ten einde as "hoofvak" te kwalifiseer moet minstens die ekwivalent van vier 14- week-modules van ’n vak, insluitende twee op 300-vlak, geslaag word, met dien verstande dat die volgende modules, wat slegs op 300-vlak aangebied word, ook as "hoofvakke" geld:
Volgens Algemene Regulasie G.3 word spesifieke bevorderingsvoorwaardes gestel deur fakulteitsrade waaraan studente van die fakulteit moet voldoen.
Minimumvereistes vir baccalaureusgrade; semester- en jaarmodules; nuwe regulasies
Let wel: Slegs twee 14-week modules, of die ekwivalent daarvan, wat nie deur 100- en 200-vlakke modules voorafgegaan word nie, mag as kwalifiserende modules vir graaddoeleindes geneem word. Met ander woorde, ten minste vier 14-week-modules wat voorafgegaan word deur die 100- en 200-vlak moet op 300-vlak geneem word (behalwe in die geval waar die modules slegs vanaf 200-vlak aangebied word).
Die onus rus dus ten volle op studente om vóór registrasie seker te maak dat hulle leergange aan al die vereistes van die toepaslike regulasies voldoen.
Minimum krediete: 88
Module-inhoud:
Vind, evalueer, prosesseer, bied inligtingbronne aan en bestuur hulle vir akademiese doeleindes deur die gepaste tegnologie te gebruik.Module-inhoud:
Pas effektiewe soekstrategieë toe in verskillende tegnologiese omgewings. Demonstreer die etiese en regverdige gebruik van inligtingsbronne. Integreer 21ste-eeuse kommunikasie met die bestuur van akademiese inligting.Module-inhoud:
*Hierdie inligting is slegs in Engels beskikbaar.
The nature and function of accounting; the development of accounting; financial position; financial performance; flow of documents; the recording process; processing of accounting data; treatment of VAT; elementary statement of comprehensive income (income statement) and statement of financial position (balance sheet).
Module-inhoud:
*Hierdie inligting is slegs in Engels beskikbaar.
Accounting systems; introduction to internal control and internal control measures; bank reconciliations; control accounts; adjustments; preparing the financial statements of a sole proprietorship; the accounting framework.
Module-inhoud:
*Hierdie inligting is slegs in Engels beskikbaar.
In this module students use different information and time management strategies, build academic vocabulary, revise basic grammar concepts and dictionary skills, examine learning styles, memory and note-taking techniques, practise academic reading skills and explore basic research and referencing techniques, learn how to use discourse markers and construct definitions, and are introduced to paragraph writing. The work is set in the context of the students’ field of study.
Module-inhoud:
*Hierdie inligting is slegs in Engels beskikbaar.
In this module students learn how to interpret and use visual literacy conventions. Students write more advance paragraphs, and also learn how to structure academic writing, how to refine their use of discourse markers and referencing techniques and how to structure their own academic arguments. Students’ writing is expected to be rational, clear and concise. As a final assignment all aspects of the LST 133 and LST 143 modules are combined in a research assignment. In this project, students work in writing teams to produce a chapter on a career and to present an oral presentation of aspects of the chapter. The work is set in the context of the students’ field of study.
Module-inhoud:
Inleiding tot Ondernemingsbestuur as vakwetenskap; die omgewing waarin die onderneming funksioneer; die saketerrein, missie en doelstelling van die sakeonderneming bestuur en entrepreneurskap. Die keuse van ‘n ondernemingsvorm, die keuse van produkte en dienste, winsbeplanning en kostebeplanning by verskillende bedryfsgroottes, vestigingsfaktore, aard van produksieprosesse en die uitleg van die bedryf.
Module-inhoud:
Inleiding tot en oorsig van algemene bestuur, veral betreffende die vyf bestuurstake; strategiese bestuur; hedendaagse tendense en bestuursvraagstukke; finansiële bestuur, bemarking, eksterne betrekkinge. (Nota: Vir bemarkingstudente word bemarking vervang met finansiële bestuur en eksterne betrekkinge met kleinsakebestuur). Inleiding tot en oorsig van die waardekettingmodel, bestuur van die insette, die bestuur van die aankoopfunksie, bestuur van die transformasieproses met spesifieke verwysing na produksie- en operasionele bestuur, menslikehulpbronbestuur en inligtingsbestuur; korporatiewe bestuur en swart ekonomiese bemagtiging (SEB).
Module-inhoud:
*Hierdie inligting is slegs in Engels beskikbaar.
Optimisation techniques with economic applications: system of linear inequalities, solving of linear programming problems by means of the graphical and extreme point methods. Applications of differentiation and integration in statistic and economic related problems: the limit of a function, continuity, rate of change, the derivative of a function, differentiation rules , higher order derivatives, optimisation techniques, the area under a curve and applications of definite and indefinite integrals in Economic and Probability applications. Introduction to probability theory. Probability and inference: Theoretical distributions. Sampling distributions. Estimation theory and hypothesis testing of sampling averages and proportions (one-sample and two-sample cases). Non Parametric tests. Report writing and presentation. Identification, use, evaluation and interpretation of statistical computer packages and statistical techniques.
Module-inhoud:
*Hierdie inligting is slegs in Engels beskikbaar.
Descriptive statistics – Univariate:
The role of Statistics, various types of data. Sampling, probability and non-probability sampling techniques and the collection of data. Frequency, relative and cumulative distributions and graphical representations. Additional concepts relating to data processing: sigma notation, factorial notation. Descriptive measures of location,dispersion and symmetry. Exploratory data analysis.
Probability:
Introductory probability theory and applications. Set theory and probability laws. Introduction to random variables. Assigning probabilities, probability distributions, expected value and variance in general. Specific discrete probability distributions (Uniform, Binomial). Report writing and presentation. Identification, use, evaluation and interpretation of statistical computer packages and statistical techniques.
Module-inhoud:
*Hierdie inligting is slegs in Engels beskikbaar.
Probability and inference:
Probability theory and theoretical distributions for continuous random variables (Uniform, Normal and t). Sampling distributions (means and proportions). Estimation theory and hypothesis testing of sampling averages and proportions (one- and two-sample cases).
Optimisation techniques with economic applications:
Applications of differentiation in statistic and economic related problems. Integration. Applications of integration in statistic and economic related problems. Systems of equations in equilibrium. The area under a curve and applications of definite integrals in Statistics and Economics. Report writing and presentation. Identification, use, evaluation and interpretation of statistical computer packages and statistical techniques.
Module-inhoud:
Hierdie module word slegs in Engels aangebied op die Mamelodi kampus. Op die Hatfield en Groenkloof kampusse word dit in Engels en Afrikaans aangebied.
Real numbers, elementary set notation, exponents and radicals. Algebraic expressions, fractional expressions, linear and quadratic equations, inequalities. Coordinate geometry: lines, circles. Functions: definition, notation, piecewise defined functions, domain and range, graphs, transformations of functions, symmetry, even and odd functions, combining functions, one-to-one functions and inverses, polynomial functions and zeros.
Sequences, summation notation, arithmetic, geometric sequences, infinite geometric series, annuities and instalments. Degrees and radians, unit circle, trigonometric functions, fundamental identities, trigonometric graphs, trigonometric identities, double-angle, half-angle formulae, trigonometric equations, applications.
Module-inhoud:
*Hierdie module word slegs in Engels aangebied.
Functions: exponential and logarithmic functions, natural exponential and logarithmic functions, exponential and logarithmic laws, exponential and logarithmic equations, compound interest. Limits: concept of a limit, finding limits numerically and graphically, finding limits algebraically, limit laws without proofs, squeeze theorem without proof, one-sided limits, infinite limits, limits at infinity, vertical, horizontal and slant asymptotes, substitution rule, continuity, laws for continuity without proofs. Differentiation: average and instantaneous change, definition of derivative, differentiation rules without proofs, derivatives of polynomials, chain rule for differentiation, derivatives of trigonometric, exponential and logarithmic functions, applications of differentiation: extreme values, critical numbers, monotone functions, first derivative test, optimisation.
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