Mathematics 1B
UndergraduateTAS-KMA1542025
- Study method
- 100% online
- Assessments
- Subject may require attendance
- Enrol by
- 13 July 2025
- Entry requirements
- Prior study needed
- Duration
- 14 weeks
- Start dates
- 21 July 2025
- Price from
- $2,780
- Upfront cost
- $0
- Loan available
- HECS-HELP and FEE-HELP available
Mathematics 1B
About this subject
Upon successful completion of this subject, students should be able to:
- Analyse properties of deterministic and stochastic problems in single variable calculus; linear algebra; complex numbers; and parametric equations or probability and statistics.
- Solve deterministic and stochastic problems using a variety of techniques from single variable calculus; linear algebra; complex numbers; and parametric equations or probability and statistics.
- Present mathematical solutions communicating workings, structure, and linked arguments.
- Linear Equations and Matrices
- Ordinary Differential Equations
- Techniques of Integration
- Applications of Integration
- Numerical Integration
- Improper Integrals
- Sequences and Series
- Power Series including Taylor Series and Binomial Series
- Parametric Plots and Polar Curves
This subject is a continuation of TAS-KMA152, with emphasis on the application of single-variable calculus and linear algebra to problems in mathematics, the physical and biological sciences, economics, and engineering. Topics include complex numbers, linear equations and matrices, numerical integration and improper integrals, sequences and series, and ordinary differential equations. The main cohort will explore parametric equations and polar coordinates whilst a separate cohort concentrates on statistics.
The subjects TAS-KMA152 and TAS-KMA154 provide a substantial foundation and excellent introduction to the rigour required for higher level mathematics-based subjects.
- Weekly Online Quizzes (15%)
- Final Examination (35%)
- Written Assignments (40%)
- Mid-Semester Test (10%)
For textbook details check your university's handbook, website or learning management system (LMS).
Wherever you are, the University of Tasmania brings its island campus to you through a growing range of online programs across art and design, business, education, health, science, sustainability, technology, and more. It’s never too late to switch things up. Kickstart that career you’ve been dreaming about, or upskill for the one you’re in. You’ll also become a part of the world's leading university on climate action.
Learn more about UTAS.
Explore UTAS courses.
- QS World University Ranking 2025, within Australia:
- 20
- Times Higher Education World University Ranking 2025, within Australia:
- 19
Entry requirements
Prior study
You must have successfully completed the following subject(s) before starting this subject:
Additional requirements
- Other requirements - Teaching Arrangement: 4x1-hour workshops and 1-hour tutorial weekly.
Study load
- 0.125 EFTSL
- This is in the range of 10 to 12 hours of study each week.
Equivalent full time study load (EFTSL) is one way to calculate your study load. One (1.0) EFTSL is equivalent to a full-time study load for one year.
Find out more information on Commonwealth Loans to understand what this means to your eligibility for financial support.
What to study next?
Once you’ve completed this subject it can be credited towards one of the following courses
Bachelor of Business and Bachelor of Science
UndergraduateTAS-BBS-DEG
Bachelor of Psychological Science and Bachelor of Science
UndergraduateTAS-PSC-DEG
Bachelor of Science (Geography and Environment)
UndergraduateTAS-SCG-DEG
Bachelor of Science (Sustainability)
UndergraduateTAS-SUS-DEG
Single subject FAQs
What’s a single subject?
Single subjects are the individual components that make up a degree. With Open Universities Australia, you’re able to study many of them as stand-alone subjects, including postgraduate single subjects, without having to commit to a degree.
Each of your subjects will be held over the course of a study term, and they’ll usually require 10 to 12 hours of study each week. Subjects are identified by a title and a code, for example, Developmental Psychology, PSY20007.
How can I use single subjects to get into a full degree?
First, find the degree that you would like to study on our website.
If that degree allows entry via undergraduate subjects, there will be information about this under the Entry Requirements section. You will find a list of 2-4 open enrolment subjects you need to successfully complete to qualify for admission into that qualification.
Once you pass those subjects, you will satisfy the academic requirements for the degree, and you can apply for entry.
Our student advisors are here to help you take that next step, so don’t hesitate to reach out when you’re ready! We’ve also made it easier to figure out the right way to get started on our pathways page.
Can anyone help me choose a subject?
Our student advisors are more than happy to help you plan your online study. Get in touch with an advisor by:
How do I pay for my subjects?
You can pay up front with your credit card, or you may be eligible for a HELP loan from the Australian government depending on your citizenship status and where you’ll live during your studies.
For more information about how to pay for your studies visit our fees page or contact a student advisor.
How do I enrol?
When you’ve made your choice, click ‘Enrol now’ on the relevant course page and follow the prompts to begin your enrolment. We’ll ask you to supply some supporting documentation, including proof of your identity, your tax file number, and a unique student identifier (USI) during this process.
Your university will get in touch with you via email to confirm whether or not your application has been successful.
If you get stuck at any time, reach out to us and we’ll talk you through it.
You can also take a look at our online self-service enrolling instructions.
When is the cut-off date for enrolling?
Close of enrolment times vary between universities and subjects. You can check the cut-off dates for upcoming study terms by visiting key dates.