![]() ![]()
Members enjoy updates, premium support, early access to all new products released plus unlimited use on unlimited websites. With an Annual Membership, you get access to all of our plugins, child themes, layouts, icons and 20% off select premium Divi and WordPress courses. #Course scheduler upgradeYou can upgrade your plan as long as your license is active by following the steps outlined here.Īnnual Membership (Unlimited Website Usage) #Course scheduler license keyYour product will continue to function even if your license key expires. You will receive support and all updates (bug fixes, security updates, & feature updates) free of charge for all products, as long as your license key is active. ![]() You may cancel your subscription at any time via My Account > Subscriptions. Your license will automatically renew, and bill the account annually for the purchase price that you initially paid with when purchasing the product. Prerequisite: satisfactory completion of a Multivariable calculus course (equivalent of Math 2350, Calculus III).Depending on the option you choose, you can activate the product on a single site, 3 sites or unlimited sites. Applications to statistics will include regression, confidence intervals, and hypothesis testing. The Law of Large Numbers and the Central Limit Theorem will be developed. Also, expectation, variance, correlation, sum and joint distributions of random variables will be studied. The axioms of probability and conditional probability will be studied as well as the development, applications and simulation of discrete and continuous probability distributions. Prerequisite: MATH 2150, Discrete Mathematics and MATH 2350, Calculus III. Topics include completeness of the real numbers, sequences and limits, infinite series, and continuous functions. #Course scheduler seriesPrerequisite: Satisfactory completion of at least two semesters of calculus, including the study of series and sequences and improper integrals.Īn introduction to proofs in analysis. Prerequisite: Completion of or concurrent enrollment in Multivariable calculus course (equivalent of Math 2350, Calculus III)įirst order differential equations, linear second order differential equations, the Laplace transform method, power series solutions, numerical solutions, and linear systems. Systems of linear equations, matrices, vector spaces, linear independence, basis dimension, determinants, linear transformations and matrices, eigenvalues and eigenvectors. ![]() Prerequisite: MATH 2150 (Discrete Mathematics), and either MATH 1360 (Calculus 2) or score of 4 or 5 on the AP Calculus AB or BC exam. Prerequisite: Satisfactory completion of at least one semester of calculus.Ī careful study, with emphasis on proofs, of the following topics associated with the set of integers: divisibility, congruences, arithmetic functions, sums of squares, quadratic residues and reciprocity, and elementary results on distributions of primes. Much emphasis will be focused on the ideas and methods of mathematical proofs, including induction and contradiction. Introduction to most of the important topics of discrete mathematics, including set theory, logic, number theory, recursion, combinatorics, and graph theory. Prerequisite: Satisfactory completion of a course similar to Calculus II (MATH 1360), or a score of 4 or more on the AP Calculus BC exam. Parametric curves, vector functions, partial differentiation, multiple integrals, Green's Theorem and Stoke's Theorem. Prerequisite: Satisfactory completion of a course similar to Calculus I (MATH 1350), or a score of 3 or more on the AP Calculus AB or BC exam.Ĭontinuation of Calculus II (MATH 1360). Transcendental functions, techniques and applications of integration, Taylor's theorem, improper integrals, infinite series, analytic geometry, polar coordinates, introduction to differential equations. ***Ĭontinuation of Calculus I (MATH 1350). Prerequisite: Satisfactory completion of a course similar to Precalculus (MATH 1050) *** See Mathematics Department prerequisite policy. Rates of change of functions, limits, derivatives of algebraic and transcendental functions, applications of derivatives, and integration. Selected topics in analytical geometry and calculus. ![]()
0 Comments
Leave a Reply. |
AuthorWrite something about yourself. No need to be fancy, just an overview. ArchivesCategories |