Click here to see the course descriptions, prerequisites etc
FALL 2015 MATH ONLINE COURSES
August 24, 2015  December 19, 2015 

Course

Time/Days

Required Course Materials

Days: TRF
Time: 10:50am12:05pm(MST) 
MATH 1360  Continuation of Calculus I (MATH 1350). Transcendental functions, techniques and applications of integration, Taylor’s theorem, improper integrals, infinite series, analytic geometry, polar coordinates. 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. 

style="backgroundcolor: MATH 2150
Discrete Mathematics 3 Credit Hours Instructor: W. Spratte 
Days: MW Time: 1:40pm2:55pm(MST) 
MATH 2150  Introduction to most of the important topics of discrete mathematics, including set theory, logic, number theory, recursion, combinatorics, and graph theory. Much emphasis will be focused on the ideas and methods of mathematical proofs, including induction and contradiction. Prerequisite: satisfactory completion of at least one semester of calculus. 
MATH 2350
Calculus III 4 Credit Hours Instructor: G. Rus 
Days: TRF
Time: 4:45pm6:00pm(MST) 
MATH 2350  Continuation of Calculus II (MATH 1360). Parametric curves, vector functions, partial differentiation, multiple integrals, Green’s Theorem and Stoke’s Theorem. 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. 
Days: TR
Time: 3:05pm  4:20pm(MST) 
MATH 3130  Systems of linear equations, matrices, vector spaces, linear independence, basis, dimension, determinants, linear transformations and matrices, eigenvalues and eigenvectors. Prerequisite: completion of or concurrent enrollment in Multivariable calculus course (equivalent of Math 2350, Calculus III) 

MATH 3400
G. RusDifferential Equations 3 Credit Hours Instructor: 
Fully Online
no in class section

MATH 3400  First order differential equations, linear second order differential equations, the Laplace transform method, power series solutions, numerical solutions, linear systems. Prerequisite: satisfactory completion of at least two semesters of calculus, including the study of series and sequences and improper integrals. 
Days: TR Time: 4:45pm  6:00pm(MST) 
MATH 3810 The axioms of probability and conditional probability will be studied as well as the development, applications and simulation of discrete and continuous probability distributions. Also, expectation, variance, correlation, sum and joint distributions of random variables will be studied. The Law of Large Numbers and the Central Limit Theorem will be developed. Applications to statistics will include regression, confidence intervals, and hypothesis testing. Prerequisite: completion of a Multivariable calculus course (equivalent of Math 2350, Calculus III) 

N/A

MATH 4310  Calculus of one variable, the real number system, continuity, differentiability, integration. Prerequisite: Math 2150 and MATH 2350, MATH 3410 is strongly recommended 

Note: 1000level courses are courses that students would under normal circumstances take during their freshman year at the university, 2000level courses during their sophomore year, and 3000level courses during their junior year.
