Stand out on Bay Street with your background in both finance and mathematics. Because you’ll be studying in both the math department and the Odette School of Business, you’ll have access to the best of both worlds. This program is a stellar choice for mathematically inclined students looking for a career in the financial sector. Actuarial preparation available.
Course Requirements: Advanced Functions/MHF4U, Calculus & Vectors/MCV4U, English/ENG4U
Minimum Average: 73% (70% average of six Grade 12 U or M courses, with minimum 75% average on math courses)
Mean Average: 89%
Course Requirements: Grade 12 Advanced Functions, Grade 12 Calculus & Vectors, Grade 12 English
Minimum Average: 73% (70% average of six Grade 12 courses, with minimum 75% average on math courses.)
* Course with lab
1 Students who have credit for MCV4U Calculus and Vectors will take MATH 1250 and MATH 1720; those who do not have this credit will take MATH 1260 and MATH 1760.
This course will cover linear systems, matrix algebra, determinants, n-dimensional vectors, dot product, cross product, orthogonalization, eigenvalues, eigenvectors, diagonalization and vector spaces. (Prerequisites: Both Ontario Grade 12 Advanced Functions (MHF4U) and Calculus and Vectors (MCV4U) or MATH-1280.) (Antirequisites: MATH-1260, MATH-1270.) (3 lecture hours, 1 tutorial hour per week.)
This course is for students without Ontario Grade 12 Calculus and Vectors (MCV4U). The course MATH-1250 is for students with MCV4U. This course will cover vectors, three-dimensional geometry, linear systems, matrix algebra, determinants, n- dimensional vectors, dot product, cross product, orthogonalization, eigenvalues, eigenvectors, diagonalization and vector spaces. (Prerequisite: Ontario Grade 12 Advanced Functions (MHF4U).) (Antirequisites: MATH-1250, MATH-1270.) (4 lecture hours, 1 tutorial hour per week.)
Trigonometric functions and identities. Inverse trigonometric functions. Limits and continuity. Derivatives and applications. Mean Value Theorem. Indeterminate forms and l’Hôpital’s Rule. Antiderivatives. Introduction to definite integrals. (Prerequisite: Grade 12 Advanced Functions and Grade 12 Calculus and Vectors or equivalent, or MATH 1780.) (Antirequisite: MATH 1720) (3 lecture hours, 1 tutorial hour a week.)
Trigonometric functions and identities, inverse trigonometric functions, limits and continuity, derivatives and applications, Mean value theorem, indeterminate forms and l’Hôpital’s rule, antiderivatives, introduction to indefinite integrals. (This course is required for students who do not have credit for Ontario Grade 12 Calculus and Vectors. The course is equivalent to MATH 1720 for all prerequisite purposes.) (Prerequisite: Grade 12 Advanced Functions.) (Antirequisite: MATH 1720.) (4 lecture hours, 1 tutorial hour a week.)
This course is the first of a two-course sequence designed to introduce students to algorithm design and programming in a high-level language such as C. The main objectives of the course are to develop the ability to identify, understand and design solutions to a wide variety of problems. Topics include: computer system overview, hardware and software, problem solving steps, concepts of variables, constants, data types, algorithmic structure, sequential logic, decisions, loops, modular programming, one-dimensional arrays, text files. If possible, problems like searching/sorting will be addressed. (3 lecture hours and 1.5 laboratory hours a week)
An introduction to microeconomics intended to provide students with the tools necessary to begin to understand and evaluate how resources are allocated in a market economy. Specific topics include how markets function, theories of the business firm, of consumer behaviour and of income distribution. The economic roles of labour unions and government are also covered. The theories are applied to contemporary Canadian economic problems.
A continuation of CHEM-1100 covering topics such as chemical kinetics, general equilibrium theory, acid-base theory, chemical thermodynamics, and introduction to organic chemistry. (Prerequisite: CHEM-1100.) (3 lecture, 3 laboratory/tutorial hours a week.)
This course is the continuation of COMP-1400 that introduces students to more advanced algorithm design and programming in a high level language such as C. The main objectives of the course are to develop the ability to identify, understand, and design solutions to a wide variety of problems. Topics covered include: multi-dimensional arrays, pointers, strings, advanced modular programming, records, binary files, recursion, stacks, linked lists and introduction to algorithm analysis. (Prerequisite: COMP-1000 (or MATH-1720) and COMP-1400.) (3 lecture and 1.5 laboratory hours a week).
This course will cover mathematical logic, proof methods and development of proof techniques, mathematical induction, sets, equivalence relations, partial ordering relations and functions. (Prerequisite: One of COMP 1000, MATH 1250, MATH 1260 or MATH 1270.) (2 lecture hours, 2 tutorial hours per week.)
This course will cover antiderivatives, the definite integral and the fundamental theorem of calculus, techniques of integration, applications, improper integrals, sequences and series, convergence tests, power series, Taylor and Maclaurin series, and polar and parametric coordinates. (Prerequisite: MATH 1760 or MATH 1720.) (3 lecture hours, 1 tutorial hour per week.)
The University of Windsor sits on the traditional territory of the Three Fires Confederacy of First Nations, which includes the Ojibwa, the Odawa, and the Potawatomi. We respect the longstanding relationships with First Nations people in this place in the 100-mile Windsor-Essex peninsula and the straits – les détroits – of Detroit.
Thursday, December 5th, 2024