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Graduate Diploma of Mathematics Articulated Set
includes:
Graduate Diploma of Mathematics
Graduate Certificate in Mathematics
The Graduate Diploma of Mathematics provides a flexible and tailored program of study to meet the varied needs of graduates. It aims to increase students’ quantitative skills by taking students from a high school calculus level of mathematics to the higher level required in various professions; for example teaching, engineering, finance, insurance, epidemiology and meteorology. In particular, this course allows teachers to add mathematics as a second teaching area or to move from primary to secondary mathematics teaching.
The Graduate Certificate in Mathematics provides a flexible and tailored program of study to meet the varied needs of graduates. It aims to increase students’ quantitative skills by taking students from a high school calculus level of mathematics to the higher level required in various professions; for example engineering, finance, insurance, epidemiology and meteorology.
- Award Names
- Availability
- Duration
- Admission
- Credit
- Articulation
- Graduation
- Course Structure
- Enrolment Pattern
- Workplace Learning
The course includes the following awards:
Graduate Certificate in Mathematics GradCertMath
Graduate Diploma of Mathematics GradDipMath
Course Study Modes and Locations
Graduate Certificate in Mathematics (2310MT)
Distance Education - Wagga Wagga
Graduate Diploma of Mathematics (2610MT)
Distance Education - Wagga Wagga
Availability is subject to change, please verify prior to enrolment.
Normal course duration
Graduate Diploma of Mathematics
Full-time 1 years (2.0 sessions)
Part-time 2.0 years (4.0 sessions)
Graduate Certificate in Mathematics
Full-time 0.5 years (1.0 sessions)
Part-time 1.0 years (2.0 sessions)
Normal course duration is the effective period of time taken to complete a course when studied Full-time (Full-time Equivalent: FTE). Students are advised to consult the Enrolment Pattern for the actual length of study. Not all courses are offered in Full-time mode.
Admission criteria
CSU Admission PolicyGraduate Diploma of Mathematics
For entry to the Graduate Diploma in Mathematics applicants are required to have completed an undergraduate degree or, a relevant, academically – oriented TAFE qualification or, a teaching qualification or have a minimum of one year of employment in a scientific or quantitative environment. Applicants must also have studied a high school mathematics subject (within the last 10 years) that includes calculus (such as 2 unit Mathematics in NSW or Mathematical Methods in Victoria), OR have completed a University level mathematics subject which includes calculus (such as MTH105) which is deemed by the Course Coordinator to be equivalent.
Students who attempt the subject EPT442 will need to undergo a police check.
Graduate Certificate in Mathematics
Applicants without a tertiary qualification may be admitted to the Graduate Certificate in Mathematics on the basis of professional attainment and/or work experience in a scientific or quantitative environment. Applicants must also have studied a high school mathematics subject (within the last 10 years) that includes calculus (such as 2 unit Mathematics in NSW or Mathematical Methods in Victoria), OR have completed a University level mathematics subject which includes calculus (such as MTH105) which is deemed by the course coordinator to be equivalent.
Credit
CSU Credit PolicyGraduate Diploma of Mathematics
For those students who do not have Head Teacher Mathematics aspirations, and do not want to study more than the minimum number of subjects required by their state Teaching Association may apply for a maximum of two subject credits based on their initial teaching qualification. These will be awarded as unspecified elective credits. Alternatively, instead of one of these credits, a student can choose to complete EMM442.
Secondary teachers who have been teaching an 80% load in mathematics across years 7-12 for at least one year may apply for proficiency credit for EPT442, based on professional experience. This will be assessed by the subject coordinator for the subject in the Faculty of Education.
Graduate Certificate in Mathematics
No special arrangements apply.
Articulation
The Graduate Diploma and Graduate Certificate make up an articulated set of courses and credit is given in each higher level course for the subjects completed in the lower.
Graduation requirements
Graduate Diploma of Mathematics
To graduate students must satisfactorily complete 64 points.
Graduate Certificate in Mathematics
To graduate students must satisfactorily complete 32 points.
Course Structure
Graduate Diploma of Mathematics
This course consists of 64 points. Students are required to complete the two core subjects and six restricted electives. Students must complete a minimum of four subjects at level 3 or higher.
Core subjects
MTH101 Computer Aided Mathematics 1
MTH102 Computer Aided Mathematics 2
Restricted Electives
These include mathematics, statistics and education subjects.
The following subjects are focussed on extending the students mathematical and statistical skills.
MTH203 Numerical Methods
MTH218 Multivariable Calculus
MTH220 Ordinary Differential Equations
MTH307 Mathematical Modelling
MTH309 Operations Research
MTH328 Complex Analysis
MTH418 Topics in Calculus
MTH419 Linear Algebra
STA308 Experimental Design
STA347 Multivariate Statistics
STA401 Postgraduate Scientific Statistics
STA427 Generalised Linear Models
STA502 Spatial Statistics
The following subjects are to be studied by the teaching focussed students only:
EMM441 Curriculum Methods 1: Mathematics
EMM442 Curriculum Methods 2: Mathematics*
Professional Experience
EPT442: Professional Experience 2
*This could replace one of the unspecified elective credits for those eligible students.
EMM441 and EPT442 are compulsory restricted electives for those students studying the course to add mathematics as a second teaching area or to retrain from primary to secondary mathematics.
For those students who do not have Head Teacher Mathematics aspirations, and do not want to study more than the minimum number of subjects required by their state Teaching Association may apply for a maximum of two subject credits based on their initial teaching qualification. These will be awarded as unspecified elective credits.
Secondary teachers who have been teaching an 80% load in mathematics across years 7-12 for at least one year may apply for proficiency credit for EPT442, based on professional experience. This will be assessed by the subject coordinator for the subject in the Faculty of Education.
Graduate Certificate in Mathematics
This course consists of 32 points. Students are required to complete the two core subjects and two restricted electives with at least one
at level 3 or higher.
Core subjects
MTH101 Computer Aided Mathematics 1
MTH102 Computer Aided Mathematics 2
Restricted Electives
MTH203 Numerical Methods
MTH218 Multivariable Calculus
MTH220 Ordinary Differential Equations
MTH307 Mathematical Modelling
MTH309 Operations Research
MTH328 Complex Analysis
MTH418 Topics in Calculus
MTH419 Linear Algebra
STA401 Postgraduate Scientific Statistics
Enrolment Pattern
Graduate Certificate in Mathematics
It is possible to complete the course in one year if a student starts in session 1 of the calendar year however there is no flexibility in the choice of restricted electives. For most students the course would take at least 18 months as students need to have successfully completed both the core first year mathematics subjects to be able to study most of the higher level mathematics subjects.
Enrolment pattern for students who commence in session 1 of the calendar year
Session 1
MTH101 Computer Aided Mathematics 1
[ ] Restricted Elective
Session 2
MTH102 Computer Aided Mathematics 2
[ ] Restricted Elective
Students may study a single subject each session however this would extend the completion time. Students could commence the course in sessions 2 or 3 however would be restricted in their choice of subjects and the enrolment pattern would vary depending on subject availability and subject prerequisite requirements.
Graduate Diploma of Mathematics
For most students the course would take at least 2 years as students need to have successfully completed both the core first year mathematics subjects to be able to study most of the higher level mathematics subjects.
Those students studying the course to add mathematics as a second teaching area may be able to complete the course in 18 months if a student starts in session 1 of the calendar year and has approved credits based on their initial secondary teacher education course.
Enrolment pattern for students who commence in session 1 of the calendar year
Session 1
MTH101 Computer Aided Mathematics 1
[ ] Restricted Elective
Session 2
MTH102 Computer Aided Mathematics 2
[ ] Restricted Elective
Session 3
[ ] Restricted Elective
[ ] Restricted Elective
Session 4
[ ] Restricted Elective
[ ] Restricted Elective
EMM441 and EPT442 are compulsory restricted electives for those students studying the course to add mathematics as a second teaching area or to retrain from primary to secondary mathematics. Such students, who study two subjects a session and start in session 1, are advised to select EMM441 as the restricted elective with MTH101 in their first session and MTH419 in their second session.
Students may study a single subject each session however this would extend the completion time.
Students could commence the course in sessions 2 or 3 however would be restricted in their choice of subjects and the enrolment pattern would vary depending on subject availability and subject prerequisite requirements.
Workplace learning
Please note that the following subjects may contain a Workplace Learning component.
EPT442 Professional Experience 2
Contact
For further information about Charles Sturt University, or this course offering, please contact info.csu on 1800 334 733 (free call within Australia) or email inquiry@csu.edu.au
The information contained in the 2016 CSU Handbook was accurate at the date of publication: June 2016. The University reserves the right to vary the information at any time without notice.