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Title Instructor Location Time All taxonomy terms Description Section Description Cross Listings Fulfills Registration Notes Syllabus Syllabus URL Course Syllabus URL
MATH 103-920 Intro To Calculus MTWR 10:00 AM-12:10 PM Introduction to concepts and methods of calculus for students with little or no previous calculus experience. Polynomial and elementary transcendental functions and their applications, derivatives, extremum problems, curve-sketching, approximations; integrals and the fundamental theorem of calculus. General Requirement in Formal Reasoning & Analysis <span class="penncourse-course-notes">Course Online: Synchronous Format</span>
MATH 104-910 Calculus I MTWR 05:00 PM-07:30 PM Brief review of High School calculus, applications of integrals, transcendental functions, methods of integration, infinite series, Taylor's theorem, and first order ordinary differential equations. Use of symbolic manipulation and graphics software in calculus. <span class="penncourse-course-notes">Course Online: Synchronous Format</span>
MATH 104-920 Calculus I MTWR 10:00 AM-12:10 PM Brief review of High School calculus, applications of integrals, transcendental functions, methods of integration, infinite series, Taylor's theorem, and first order ordinary differential equations. Use of symbolic manipulation and graphics software in calculus. <span class="penncourse-course-notes">Course Online: Synchronous Format</span>
MATH 114-910 Calculus II MTWR 01:00 PM-03:10 PM Functions of several variables, vector-valued functions, partial derivatives and applications, double and triple integrals, conic sections, polar coordinates, vectors and vector calculus, first order ordinary differential equations. Applications to physical sciences. Use of symbolic manipulation and graphics software in calculus. <span class="penncourse-course-notes">Course Online: Synchronous Format</span>
MATH 114-920 Calculus II MTWR 05:30 PM-07:30 PM Functions of several variables, vector-valued functions, partial derivatives and applications, double and triple integrals, conic sections, polar coordinates, vectors and vector calculus, first order ordinary differential equations. Applications to physical sciences. Use of symbolic manipulation and graphics software in calculus. <span class="penncourse-course-notes">Course Online: Synchronous Format</span>
MATH 170-920 Ideas in Mathematics MTWR 01:00 PM-03:10 PM Topics from among the following: logic, sets, calculus, probability, history and philosophy of mathematics, game theory, geometry, and their relevance to contemporary science and society. Prerequisite: May also be counted toward the General Requirement in Natural Science & Mathematics. Nat Sci & Math Sector (new curriculum only) <span class="penncourse-course-notes">Course Online: Synchronous Format</span><br /><span class="penncourse-course-notes">Natural Science & Math Sector</span>
MATH 240-910 Calculus IV MWF 05:00 PM-07:30 PM Linear algebra: vectors, matrices, systems of linear equations, vector spaces, subspaces, spans, bases, and dimension, eigenvalues, and eigenvectors, maxtrix exponentials. Ordinary differential equations: higher-order homogeneous and inhomogeneous ODEs and linear systems of ODEs, phase plane analysis, non-linear systems. <span class="penncourse-course-notes">Course Online: Synchronous Format</span>
MATH 240-920 Calculus IV MTWR 01:00 PM-03:10 PM Linear algebra: vectors, matrices, systems of linear equations, vector spaces, subspaces, spans, bases, and dimension, eigenvalues, and eigenvectors, maxtrix exponentials. Ordinary differential equations: higher-order homogeneous and inhomogeneous ODEs and linear systems of ODEs, phase plane analysis, non-linear systems. <span class="penncourse-course-notes">Course Online: Synchronous Format</span>
MATH 241-910 Calculus IV MWF 05:00 PM-07:30 PM Partial differential equations and their solutions, including solutions of the wave, heat and Laplace equations, and Sturm-Liouville problems. Introduction to Fourier series and Fourier transforms. Computation of solutions, modeling using PDE's, geometric intuition, and qualitative understanding of the evolution of systems according to the type of partial differential operator. <span class="penncourse-course-notes">Course Online: Synchronous Format</span>
MATH 241-920 Calculus IV MWF 05:00 PM-07:30 PM Partial differential equations and their solutions, including solutions of the wave, heat and Laplace equations, and Sturm-Liouville problems. Introduction to Fourier series and Fourier transforms. Computation of solutions, modeling using PDE's, geometric intuition, and qualitative understanding of the evolution of systems according to the type of partial differential operator. <span class="penncourse-course-notes">Course Online: Synchronous Format</span>
MATH 312-920 Linear Algebra MTWR 10:00 AM-12:10 PM Linear transformations, Gauss Jordan elimination, eigenvalues and eigenvectors, theory and applications. Mathematics majors are advised that MATH 312 cannot be taken to satisfy the major requirements. Prerequisite: Students who have already received credit for either Math 370, 371,502, or 503 cannot receive further credit for Math 312 or Math 313/513. Students can receive credit for at most one of Math 312 and 313/513. <span class="penncourse-course-notes">Course Online: Synchronous Format</span>
MATH 312-921 Linear Algebra MTWR 10:00 AM-12:10 PM Linear transformations, Gauss Jordan elimination, eigenvalues and eigenvectors, theory and applications. Mathematics majors are advised that MATH 312 cannot be taken to satisfy the major requirements. Prerequisite: Students who have already received credit for either Math 370, 371,502, or 503 cannot receive further credit for Math 312 or Math 313/513. Students can receive credit for at most one of Math 312 and 313/513. <span class="penncourse-course-notes">Course Online: Synchronous Format</span>
MATH 420-910 Ordinary Differ Equation MTWR 01:00 PM-03:10 PM After a rapid review of the basic techniques for solving equations, the course will discuss one or more of the following topics: stability of linear and nonlinear systems, boundary value problems and orthogonal functions, numerical techniques, Laplace transform methods. <span class="penncourse-course-notes">Course Online: Synchronous Format</span>