 
Mathematics (AC)


Mathematics
0105A/B 
Precalculus Mathematics

Set theory, algebra, functions and relations, trigonometry, logarithms and exponents.
Antirequisite(s):
Ontario Secondary School MCV4U, any university level calculus course.
Prerequisite(s):
One or more of Ontario Secondary School MCF3M, MCR3U, or equivalent.
Corequisite(s):
Preor Corequisite(s):
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Mathematics
0110A/B 
Introductory Calculus

Introduction to differential calculus including limits, continuity, definition of derivative, rules for differentiation, implicit differentiation, velocity, acceleration, related rates, maxima and minima, exponential functions, logarithmic functions, differentiation of exponential and logarithmic functions, curve sketching.
Prerequisite(s):
One or more of Ontario Secondary School MCF3M, MCR3U, or equivalent.
Corequisite(s):
Preor Corequisite(s):
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Mathematics
1225A/B 
Methods of Calculus

Elementary techniques of integration; applications of Calculus such as area, volume, and differential equations; functions of several variables, Lagrange multipliers. This course is intended primarily for students in the Social Sciences, but may meet minimum requirements for some Science modules. It may not be used as a prerequisite for any Calculus course numbered 1300 or above.
Corequisite(s):
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Mathematics
1228A/B 
Methods of Finite Mathematics

Permutations and combinations; probability theory. This course is intended primarily for students in the Social Sciences, but may meet minimum requirements for some Science modules.
Corequisite(s):
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Mathematics
1229A/B 
Methods of Matrix Algebra

Matrix algebra including vectors and matrices, linear equations, determinants. This course is intended primarily for students in the Social Sciences, but may meet minimum requirements for some Science modules.
Prerequisite(s):
One or more of Ontario Secondary School MCF3M, MCR3U, or equivalent.
Corequisite(s):
Preor Corequisite(s):
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Mathematics
1230A/B 
Calculus for the Social Sciences

Review of differential calculus with transcendental functions; methods of integration; constrained and unconstrained multivariable optimization, with applications; mathematical modelling with differential equations, including applications in management, finance, economics, and social science.
Corequisite(s):
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Mathematics
1600A/B 
Linear Algebra I

Properties and applications of vectors; matrix algebra; solving systems of linear equations; determinants; vector spaces; orthogonality; eigenvalues and eigenvectors.
Corequisite(s):
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Mathematics
2211A/B 
Linear Algebra

Linear transformations, matrix representation, rank, change of basis, eigen values and eigenvectors, inner product spaces, quadratic forms and conic sections. Emphasis on problemsolving rather than theoretical development. Cannot be taken for credit by students in honors Mathematics programs.
Prerequisite(s):
Mathematics 1600A/B or the former Linear Algebra 1600A/B, or the former Applied Mathematics 202a or 212a.
Corequisite(s):
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Mathematics
2293 
Elementary Operations Research with Applications

Linear programming, basic probability and statistical distributions, networks, decision analysis, utility, game theory, inventory analysis, queuing theory, simulation, Markovian decision model, forecasting. Cannot be taken for credit by students in honors Mathematics programs.
Prerequisite(s):
1.0 course from: Calculus 1000A/B, 1100A/B, 1301A/B or 1501A/B, Applied Mathematics 1413, Mathematics 1120A/B, 1225A/B, 1228A/B, 1229A/B, 1600A/B, the former Linear Algebra 1600A/B, the former Mathematics 030, 031. If Mathematics 1228A/B or the former Mathematics 031 is not taken, one of the following is also required, either as a prerequisite or a fall term corequisite: Economics 2122A/B, 2222A/B, Statistical Sciences 2035, 2141A/B.
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