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NET2013 - Computer Systems Foundations

Available Universities

University of British Columbia Course Map - UBC
Western University Course Map - Western
University of Ottawa Course Map - uOttawa
University of Toronto Course Map - UofT
McGill University Course Map - McGill
University of Calgary Course Map - Calgary
University of Waterloo Course Map - Waterloo
Simon Fraser University Course Map - SFU
Carleton University Course Map - Carleton
Toronto Metropolitan University Course Map - TMU
Wilfred Laurier University Course Map - WLU
University of Minnesota Course Map - Minnesota
University of Arizona Course Map - Arizona
University of Washington Course Map - Washington
University of Pennsylvania Course Map - Penn
Texas A&M University Course Map - TAMU
Arizona State University Course Map - ASU
Pennsylvania State University Course Map - Penn State
Duke University Course Map - Duke
University of Central Florida Course Map - UCF
University of Florida Course Map - Florida
Florida State College at Jacksonville Course Map - FSCJ
Yale Univeristy Course Map - Yale

Course: NET2013 (Computer Systems Foundations) in NET department at Carleton University.

Credit Hours: 0.5 • Academic Level: second-year undergraduate course

Course Requirements: Requires 1 prerequisite course

Prerequisite Chain Depth: 2 levels of foundational courses required

Future Opportunities: Unlocks 2 advanced courses for further study

Part of the NET curriculum at Carleton University, helping students progress through degree requirements.

Prerequisites for NET2013

BIT2400

Courses unlocked by NET2013

NET3001 - Real-time Systems
NET4012 - Cloud Computing and Virtualization

Academic Planning at Carleton University

Students planning NET2013 at Carleton University should complete 1 prerequisite before enrollment.

Future Pathways: Completing NET2013 enables enrollment in 2 advanced courses for further study

This second-year course at Carleton University integrates into structured degree pathways for NET programs, supporting timely graduation and academic progression.