Advanced Mathematics for Engineers
RMIT University · VIC · MATH2414
Advanced Mathematics for Engineers is a subject at RMIT University, VIC in Higher Education. It covers topics like applied-mathematics, engineering-mathematics, mathematics. It is part of 6 degrees. The information below is compiled from public course material — approximate, not official.
RMIT University
MATH2414
12.00
Higher Education
Topics covered
Degrees that include Advanced Mathematics for Engineers
- Bachelor of Engineering (Adv Manufacturing and Mechatronics) (Honours)
- Bachelor of Engineering (Adv Manufacturing & Mechatronics)(Hons)/Bachelor of Business
- Bachelor of Engineering (Aerospace Engineering) (Honours)
- Bachelor of Engineering (Aerospace Engineering) (Honours)/Bachelor of Business
- Bachelor of Engineering (Mechanical Engineering) (Honours)
- Bachelor of Engineering (Mechanical Engineering) (Honours)/Bachelor of Business
Frequently asked questions
What is Advanced Mathematics for Engineers about?
Advanced Mathematics for Engineers covers topics like applied-mathematics, engineering-mathematics, mathematics.
Which degrees include Advanced Mathematics for Engineers?
Advanced Mathematics for Engineers is part of 6 degrees, including Bachelor of Engineering (Adv Manufacturing and Mechatronics) (Honours), Bachelor of Engineering (Adv Manufacturing & Mechatronics)(Hons)/Bachelor of Business, Bachelor of Engineering (Aerospace Engineering) (Honours), Bachelor of Engineering (Aerospace Engineering) (Honours)/Bachelor of Business, Bachelor of Engineering (Mechanical Engineering) (Honours).
How many credit points is Advanced Mathematics for Engineers?
Advanced Mathematics for Engineers at RMIT University is typically around 12.00 credit points. Approximate — confirm with the university.
Where is Advanced Mathematics for Engineers taught?
Advanced Mathematics for Engineers is taught at RMIT University, VIC.
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Sources: RMIT University public course catalogue. Information is compiled and summarised — not copied verbatim — and is approximate; always confirm with the original source.
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