Single subject — no qualification is awarded on completion. Credits toward the qualifications listed below.
This subject is FEE-HELP eligible, so eligible students can defer the $2,408 fee as a government loan and pay nothing upfront.
Fees and funding are indicative only. Confirm your eligibility and final costs with the provider.
A student visa requires a full-time CRICOS-registered course, and single subjects have no CRICOS registration. If you’re studying in Australia on a student visa, you’ll need a full qualification instead.
See CRICOS-registered alternativesAdvanced calculus techniques are an essential tool for scientists modelling complex systems, from electromagnetic oscillations to the spread of infectious diseases. Integrating with other offerings in calculus and linear algebra this subject not only provides you with methods applied across the natural and social sciences but also with a theoretical foundation allowing you to pursue further study in mathematics. You will explore topics with broad applications, including linear mappings (determinant and eigenvectors), further techniques of integration and improper integrals, infinite series and Taylor series, parametric equations and implicit equations, and basic differential equations.
Calculus and Linear Algebra 2 is a standalone subject at The University of New England in NSW. Completing it does not award a qualification. Credit may apply toward the qualifications listed on this page.
No qualification credit mapping has been indexed for this subject yet. The provider may still grant credit toward a related award — confirm with The University of New England before enrolling.
The University of New England is the awarding provider. Recorded study modes are Online. Typical duration is listed as 16 weeks. The subject is listed at 25 credit points. Eligible students may defer fees through FEE-HELP.
Details on this page are compiled from the provider's published subject information and government registers. Fees, intakes and credit rules can change — confirm current details with The University of New England before enrolling.
Prior study required
