MAJ133 BACHELOR OF APPLIED SCIENCE -
Bachelor of Applied Science - Mathematics 115
SECOND YEAR LEVEL (Cont.) -
EFTSU Approx Credit Forma 1 Hrs/wk MAB635 Classical Theoretical Mechanics
MAB641 Actuarial Mathematics 10 3
10 3 3-9 3-9 Second year elective units
Second year elective units THIRD YEAR LEVEL -
MAB906 MAB907 MAB908 MAB913 MAB920 MAB921 MAB924 MAB927 MAB928 MAB929 MAB941 MAB960
lliill..:.
(i)
(iii)
( iv)
Topics in Analysis 10 3
Mathematical Statistics IliA 10 3 Mathematical Statistics IIIB 10 3
Numerical Analysis Ill 10 3
Coding & Encryption Techniques 10 3 Methods of Mathematical Physics A 10 3 Applied Statistical Techniques 10 3 Operations Research I lA 10 3
Operations Research liB 10 3
Statistical Forecasting 10 3
Methods of Mathematical Economics 10 3
Project Work 10 3
The units which are asterisked are mandatory;
the remainder are referred to as optional;
optional units include approved elective units offered by other Departments or Schoo 1 s (see (ii)).
The choice of 'elective units' will be subject to timetabling constraints, but elective groupings for which timetabling arrangements may be expected to be made will include selections from the programs offered by the following Faculties: Science, Business, Information Technology. No more than four elective units may be counted as second year level subjects.
Students are required to consult the Head of Department prior to their initial enrolment in an elective unit.
For the purpose of this rule, when computing the total semester hours for a particular program, the numerals in the above table which indicate the semester hours applicable to particular units will be used.
A cooperative education option is available within the program after the successful completion of the equivalent of four semesters of full-time study. It involves a period of 10 - 12 months of paid full-time employment in an approved industrial/commercial environment.
During this period, students will be enrolled in the following units:
ASB330 Industrial Experience I (Semester I);
ASB430 Industrial Experience I I (Semester I 1).
A description of a nonmal mode of progression by students undertaking this option is given in Rule 5 below.
4. Standard Full-time Course • 3 year program.
For a registered student in the full-time course, a normal mode of progression which enables the units and other work comprising the curriculum of the six semesters of study to be completed in the standard time is as follows -
EXAMPLE OF POSSIBLE COURSE FIRST YEAR
Semester 1 - Autumn (Total Semester Hrs/Wk 15) Calculus
&
Analysis AIntroduction to Computing Modern Algebra
MAB301 CSB155 MAB309 MAB317 MAB331
Mathematical Statistics I Introductory Vector Analysis
Semester 2 - Spring (Total Semester Hrs/Wk 15) MAB302
ISB493 MAB310 MAB318 MAB342
Calculus & Analysis B
Business Computer Programming Linear Algebra
Mathematical Statistics I lA Mathematics of Finance SECOND YEAR
Semester 3- Autumn (Total Semester Hrs/Wk 15-21}
MAB601 Multivariable Calculus A First Year Elective Unit
Three subject units chosen from List A Semester 4 - Spring (Total Semester Hrs/Wk 15-21) MAB612 Differential Equations
First Year Elective Unit
Three subject units chosen from List 8 THIRD YEAR
Semester 5 • Autumn (Total Semester Hrs/Wk 12-18) Two subject units from list C
Two subject units from lists A & C
Semester 6 - Sprins (Total Semester Hrs/Wk 12-18) Two subject units from list D
Two subject units from Lists B & D
Approx Formal Hrs/Wk
3 3 3 3 3
3 3 3 3 3
3 3-6 9-12 3 3-6 9-12
6 6-12
6 6-12
~ CMB104 CSB281 MABGOB MAB619 MAB637 MAB638 MAB635 MAB641
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CMB104 MAB602 MABGOB MAB610 MAB618 MAB637 MAB638
List C MAB907 MAB921 MAB927 MAB929 MAB941 MAB960
~ MAB906 MAB908 MAB913 MAB920 MAB924 MAB928 MAB960 NOTE:
(i)
Bachelor of Applied Science -Mathematics 117
Professional Communication Computer Systems I
Mathematical Statistics I IB Numerical Analysis II Operations Research lA Operations Research IB
Classical Theoretical Mechanics Actuarial Mathematics
First year elective unit/s Second year elective unit/s Professional Communication
Multivariable Calculus C Mathematical Statistics I IB Applied linear Algebra Numerical Analysis I Operations Research lA Operations Research IB First year elective unit/s Second year elective unit/s Mathematical Statistics II lA Methods of Mathematical Physics A Operations Research I lA
Statistical Forecasting
Methods of Mathematical Economics Project Work
Topics in Analysis
Mathematical Statistics I I IB Numerical Analysis II I
Coding
&
Encryption Techniques Applied Statistical Techniques Operations Research I 18Project Work
Approx Formal Hrs/wk
3 3 3 3 3 3 3 3-6 3-9 3 3 3 3 3 3 3 3-6 3-9 3 3 3 3 3 3
3 3 3 3 3 3 3
Students must consult the Head of Department prior to initial enrolment in elective units to ensure that they are fully aware of the particular knowledge requirements specified for the professions serviced by the course.
5. Cooperative Education Option - One year's paid industrial experience.
A registered student who has completed the equivalent of the first and second years of the standard full-time course, normally with a WGA of not less than 4.5 overall, may, at the discretion of the Cooperative Education Program Coordinator, undertake the Cooperative Education option.
This involves 10-12 months of paid full-time employment in an approved industrial/corrmerci al environment during which time the student will be enrolled in the units Industrial Experience I (First Semester) and Industrial Experience II (Second Semester). On completion of the approved industrial experience the student resumes formal studies.
A normal mode of progression leading to the award of the degree for such students is as follows:
FIRST AND SECOND YEAR
Standard full-time course described in Rule 4.
THIRD YEAR
Semester 5 - Autlllln
ASB330 Industrial Experience Semester 6 - Spring
ASB430 Industrial Experience II FOURTH YEAR
Third year of the standard full-time course described in Rule 4.
6. Standard part-time course - 6 year program.
For a registered student in the part-time course commencing in the Autumn Semester, a normal mode of progression which enables the units and other work comprising the curriculum of the twelve semesters of study to be completed in the standard time is as follows -
EXAMPLE OF POSSIBLE COURSE FIRST YEAR
Semester 1 - Autumn (Total Semester Hrs/Wk 6) MAB310 linear Algebra
MAB342 Mathematics of Finance
Semester 2 - Spring (Total Semester Hrs/Wk 9) MAB301
CSB155 MAB317
Calculus & Analysis A Introduction to Computing Mathematical Statistics I
Approx Formal Hrs/Wk
3 3
3 3 3
Bachelor of Applied Science ~Mathematics 119
Semester 3 - Autumn (Total Semester Hrs/Wk 9) MAB302
ISB493 MAB318
Calculus & Analysis B
Business Computer Programming Mathematical Statistics I lA
Semester 4 - Spring (Total Semester Hrs/Wk 6) MAB309 Modern Algebra
MAB331 Introductory Vector Analysis
Semester 5 - Autumn (Total Semester Hrs/Wk 6-9) MAB612 Differential Equations
First year elective unit
Semester 6 - Spring (Total Semester Hrs/Wk 6-9) MAB601 Multivariable Calculus A
First year elective unit
Semester 7 - Autumn (Total Semester Hrs/Wk 9-12) Three subject units from List A
Semester 8 - Spring (Total Semester Hrs/Wk 6-12) Two subject units from List B
Semester 9 - Autumn {Total Semester Hrs/Wk 9-12) Three subject units from Lists A &
c
Semester 10 - Spring (Total Semester Hrs/Wk 6-12) Two subject units from Lists B & D Semester 11 ~ Autumn (Total Semester Hrs/Wk 6-12)
Two subject units from Lists A & C Semester 12 - Sprin~ (Total Semester Hrs/Wk 6-12)
Two subject units from Lists B & D
Approx Formal Hrs/Wk
3 3 3
3 3
3
3-6
3
3-6 9-12
9-12 6-12 6-12 6-12 LISTS A - D SET OUT IN RULE 4 ALSO PERTAIN TO PART-TIME STUDENTS.
NOTE:
(i)
( i i)
Students must consult the Head of Department prior to initial enrolment in elective units to ensure that they are fully aware of the particular knowledge requirements specified for the professions serviced by the course.
Registered students may be accepted into the part-time course in the Spring Semester. A normal mode of progression in these cases is available from the Department on request.