[Offered: F,W,S; online: F,W,S], An introduction to the language of mathematics and proof techniques through a study of the basic algebraic systems of mathematics: the integers, the integers modulo n, the rational numbers, the real numbers, the complex numbers and polynomials. Gradients. Vector integral calculus: Green's theorem, the Divergence theorem and Stokes' theorem. Multivariable functions and partial derivatives. Hedging vs. speculating. Polar coordinates in the plane. Please proceed with your booking on, 2019-2020 Undergraduate Academic Calendar, list of minors, options, diplomas, and certificates. Prereq: MATH 237 or 247, (STAT 230 with a grade of at least 60% or STAT 240); STAT 231 or 241; Business/Math double degree, Mathematics/CPA or Math/Business students only. Eigenvalues and diagonalization. Students who select a plan within the time limits specified by the faculty will be governed by the requirements current in the term in which they entered the faculty. Introduction to series. Under this plan, there is ample scope for students to obtain a minor in an area of mathematics or a minor from another faculty. [Offered: F]. Complex numbers. The 2019-2020 Undergraduate Academic Calendar has been published to the web today, February 1. The Math Undergraduate Office's physical space in MC is currently closed to in-person interactions but we're still here to help! [Offered: F,S], Fourier series. Vector integral calculus: Line and surface integrals, Green's Theorem, Stokes' Theorem, Gauss' Theorem, conservative vector fields. The Math Undergraduate Office is located in the Mathematics & Computing Building (MC) Room 4022. Eigenvalues and diagonalization. Determinants. Optimization, Lagrange multipliers. Inner products, angles and orthogonality, orthogonal diagonalization, singular value decomposition, applications. [Offered: F], First-order equations, second-order linear equations with constant coefficients, series solutions and special functions, the Laplace transform method. Its high degree of flexibility makes it suitable for those who wish to design a course of study that suits their individual tastes. Applications of the Mean Value theorem, Taylor polynomials and Taylor's theorem, Big-O notation. Credit migration. To view a Calendar from previous years, select it from the List of Undergraduate Studies Archived Calendars. New: A comprehensive list of minors, options, diplomas, and certificates available to be declared. When academic program and/or plan requirements change, a student may continue to be governed by the set of requirements as specified in the preceding paragraph or can elect to be governed by the new set of requirements, unless the faculty specifies otherwise when the change is introduced. The definite integral, antiderivatives, the Fundamental Theorem of Calculus; change of variable and integration by parts; applications to area, centre of mass. Prospective students or new registrants are advised to consult the most current information available from the University and its various faculties in printed or electronic form, as well as, the Schedule of Classes and academic advisors before making decisions on registration, programs/plans, or courses. 84410. [Offered: F], Linear equations, matrices and determinants. Often times, many of your questions can be answered by referring to the undergraduate calendar. Students are responsible for familiarizing themselves with the policies and regulations, general information, and specific requirements contained in the Calendar. The Mathematical Studies plan is meant for students whose mathematical interests are broadly based. Overview of the derivatives markets. What term are you looking for? Applications. Antireq: MATH 207, 212/ECE 206, MATH 212N, 217, 227 Case studies. Our active work toward reconciliation takes place across our campuses through research, learning, teaching, and community building, and is centralized within our Indigenous Initiatives Office. First-year teaching experiences at Waterloo, Submission of a Verification of Illness Form (VIF), PhD thesis procedures | External Examiner. Applications. Our main campus is situated on the Haldimand Tract, the land promised to the Six Nations that includes six miles on each side of the Grand River. The most up-to-date regulations and course information are always located in the most recent publication of the Calendar. The Calendar provides official information about courses, programs and plans, related policies, and regulations for both students and applicants, as well as general information about the University. Offered: F,W,S] Prereq: (MATH 106 or 114 or 115 or 136 or 146) and (MATH 128 with at least 70% or MATH 138 with at least 60% or MATH 148); Honours Math or Math/Physics students. Derivatives, rules of differentiation. Orthogonal projections, Gram-Schmidt procedure, best approximations, least-squares. Market, credit, and operational risk management. [Note: MATH 247 may be substituted for MATH 237 whenever the latter is a plan requirement. Linear and separable differential equations and applications. Taylor's formula. The University of Waterloo’s Undergraduate Calendar should be your go-to resource for most academic matters as it contains a wealth of information outlining courses, degrees, programs, and course requirements and regulations. Introduction to vector spaces. By the act of registration each student becomes bound by the policies of the University of Waterloo. Parametric/vector representation of curves; particle motion and arc length. Applications in physics and chemistry are emphasized. Sequences and their limits. Antireq: MATH 207, 212/ECE 206, MATH 212N, 217, 227 Introduction to sequences. Functions of several variables: partial derivatives, linear approximation and differential, gradient and directional derivative, optimization and Lagrange multipliers. Visit our COVID-19 information website to learn how Warriors protect Warriors. [Offered: F,S; online: W], Directional derivative and the chain rule for multivariable functions. Linear equations, matrices and determinants. Definition and interpretation of the derivative, derivatives of elementary functions, derivative rules and applications. A course in problem solving in which intriguing and difficult problems are solved. Antiderivatives, the Riemann definite integral, Fundamental Theorems. Topics will be chosen from linear equations, systems of linear equations, linear inequalities, functions, set theory, permutations and combinations, binomial theorem, probability theory. Visit our COVID-19 information website to learn how Warriors protect Warriors. Ordinary differential equations. Vector (parametric) curves in R2. Changes made after publication are noted on the Amendments page. An introduction to applications of algebra to business, the behavioural sciences, and the social sciences. Prereq: One of ACTSC 372, AFM 372/ACTSC 391, BUS 393W; Business/Math double degree, Math/CPA, or Math/Financial Analysis and Risk Management students only. [Offered: F,W,S], Systems of linear equations, matrix algebra, elementary matrices, computational issues. [Offered: W], Systems of linear equations; their representation with matrices and vectors; their generalization to linear transformations on abstract vector spaces; and the description of these linear transformations through quantitative characteristics such as the determinant, the characteristic polynomial, eigenvalues and eigenvectors, the rank, and singular values.
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