business modelling ii

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  • 8/11/2019 Business Modelling II

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  • 8/11/2019 Business Modelling II

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    BSc(HONS) COMPUTER SCIENCE

    T%eor612. Transfera9le ills ills and

    %o0 t%e6 are de:elo# andassessed= "ro&ect and #racticale#erience and Interns%i#

    13. Teac%ing;learning and

    assessment strateg614. 6no#sis T%is unit co:ers tec%ni5ues of

    In:estment !##raisal= +inear @Non;linear Cross; sectionalModels= Time;Based Models and+inear "rogramming. B6 e#osureto a num9er of modelingtec%ni5ues= students 0ill gain anunderstanding and a##reciationto t%e use of models. "racticale#erience 0ill 9e gained in

    #ro9lem formulation and sol:ing=and students 0ill 9e introduced torele:ant com#uter soft0are= in#articular t%e Microsoft Dcel#reads%eet.

    1'. Mode of Eeli:er6 +ecture=Tutorial= Fors%o#= eminar=etc..

    +ecture @ Tutorial

    1*. !ssessment Met%ods andT6#es

    !ssignment I 7 28G!ssignment II 7 28G,inal eamination 7 *8G

    1. Ma##ing of t%e course/ moduleto t%e "rogramme !ims

    1. Ma##ing of t%e course/ moduleto t%e "rogramme +earningutcome

    1. Content outline of t%ecourse/module and t%e +T #erto#ic

    28. Main reference su##ortingt%e course

    -uide to Business Modellingo%n T @ -ra%am ,2ndedition= 288'"rentice Hall "u9lications

    !dditional referencesu##orting t%e course

    Mat%s for Com#uting,ran - @ $o9ert +288'!ddison Fesle6 "u9lications

    22. t%er additional information

    BINARY UNIVERSITY COLLEGE

    SCHOOL OF TECHNOLOGY MANAGEMENT (2010)

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    BSc(HONS) COMPUTER SCIENCE

    WEEK LESSON PLAN HOURS

    WEEK 1&

    WEEK 2

    Investment Appraisal

    Net Present Value

    Internal Rate of Return

    Payback Method

    Averae Rate of Return!

    " #ours

    WEEK $

    &WEEK %

    Simple Linear Regression

    he '()*le l(near Reress(on Model

    Model Assu)*t(ons

    Method of least '+uares

    Est()at(on of Interce*t and 'lo*e ,oeff(c(ents and

    Inter*retat(on

    'tandard Error

    est of '(n(f(cance of ,oeff(c(ents

    ,oeff(c(ent of -eter)(nat(on

    " #ours

    WEEK .&

    WEEK "

    Multiple Regression

    he Mult(*le Reress(on Model

    Model Assu)*t(ons

    Model /(th 2 E0*lanatory Var(ables

    Est()at(on of ,oeff(c(ents

    ests of '(n(f(cance

    Proble)s of Mult(coll(near(ty #eteroscedast(c(ty and

    Autocorrelat(on

    " #ours

    WEEK

    &WEEK 13

    Linear Programming

    -ef(n(t(on & ,ond(t(ons Re+u(red for a 4(near

    Prora))(n Model

    5or)ulat(on of the Proble)

    6ra*h(cal A**roach for Proble)s /(th 2 -ec(s(on

    Var(ables

    he '()*le0 Method

    Ma0()(sat(on and M(n()(sat(on of 7b8ect(ve

    5unct(ons 9s(n '()*le0 Method

    12 #ours

    WEEK 11 Maths for omputing

    A**ly ,o)*uter Ar(th)et(c

    ,onvers(ons bet/een nu)ber syste)s

    :(nary ar(th)et(c uses

    ,o)*uter re*resentat(on of nu)bers

    ,o)*utat(onal error (llustrated

    $ #ours

    BINARY UNIVERSITY COLLEGE

    SCHOOL OF TECHNOLOGY MANAGEMENT (2010)

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    BSc(HONS) COMPUTER SCIENCE

    WEEK 12 Maths for omputing!""#ont$

    A**ly :oolean 4o(c & Karnauh Ma*s

    :oolean var(ables and o*erators handl(n

    ruth tables

    Karnauh )a*s used to s()*l(fy :oolean e0*ress(ons

    $ #ours

    WEEK 1$

    &WEEK 1%

    Maths for omputing!""#ont$

    A**ly ,once*ts of 9nd(rected 6ra*h heory

    er)s def(ned

    Iso)or*h(s) e0*la(ned

    6ra*hs *roble)s solved

    rees def(ned

    " #ours

    %otal &' Hours

    BINARY UNIVERSITY COLLEGE

    SCHOOL OF TECHNOLOGY MANAGEMENT (2010)