|Faculty:||Faculty of Engineering & Applied Science|
|Field of Study:||Engineering, General
|Description:||A solid grounding in Mathematics is a part of every undergraduate Engineering degree. However, the Mathematics and Engineering programme is developed for those who wish to understand the fundamentals that underpin so many of the models used in Engineering. With this fundamental background, our graduates have the flexibility to be successful in any branch of engineering, as well as in other areas. The Mathematics and Engineering undergraduate programme is a challenging one. Students who are most successful in the programme have deep interests in both Mathematics and Engineering. If you are an Engineering student wondering whether Mathematics and Engineering is for you, a good question to ask yourself is, “Do you want to know why and not just what?”
Queen’s Mathematics & Engineering specializes in Systems + Robotics, Applied Mechanics, and Computing + Communication. Courses involve pure and applied mathematics, control theory and mathematics of engineering systems, in addition to engineering courses in your chosen area of specialization. Graduates are versatile and pursue challenging careers in the fields of telecommunications, robotics, aerospace systems, mechanical engineering and manufacturing processes, and biomedical engineering. A significant portion of graduates pursue graduate studies at some of the best universities in the world.
|URL:||Mathematics and Engineering at Queen’s University|
|Cost per year:*||
For more information about tuition fees, please visit: http://www.queensu.ca/registrar/sites/webpublish.queensu.ca.uregwww/files/files/Tuition_2017_2018_UG_Domestic.pdf
|Careers:||Civil Engineers,Mechanical Engineers,Chemical Engineers||See More…|
|Grade for Entrance Previous Year (%)*||88|
These courses are intended as guidelines. Speak to your guidance counsellor to see what courses are offered at your school.
Applicants must have a high school diploma or equivalent. Computer Science is also an acceptable prerequisite.