ECS 101 – Introduction to Engineering and Computer Science (3 credits) Engineering and Computer Science gateway course. Topics include: discussion of each discipline within the college, technical communication, presentation of technical results, professional behavior, ethics, computers and software packages, problem solving and modeling, data analysis. Major-specific sections.
ECS 102 – Introduction to Computing (3 credits) Computing Concepts. Principles of programming. Applications of computing concepts to problem solving in engineering and computer science. Laboratory topic will include problem-solving projects from various disciplines within the college. Only for Computer
Science and Systems & Information Science students during the fall semester.
CHE 106/107 – General Chemistry Lecture (with Lab) (4 credits) Fundamental principles and laws underlying chemical action, states of matter, atomic and molecular structure, chemical bonding, stoichiometry, properties of solutions, chemical equilibrium, and introductory thermodynamics. Descriptive chemistry in relation to theoretical principles. (Bioengineering, Chemical and Environmental
Engineering Students)
MAT 193 – Algebra-Infused Precalculus (4 credits) Polynomial, rational, exponential, and logarithmic functions. Analytical trigonometry and trigonometric functions. Emphasis on algebra throughout the course. A student cannot receive credit for MAT 193 after receiving a grade of C or better in any
calculus course. Credit cannot be given for both MAT 193 and MAT 194.
MAT 194 – Precalculus (4 credits) Polynomial, rational, exponential, and logarithmic functions. Analytical trigonometry and trigonometric functions.
MAT 295 – Calculus I (4 credits) Analytic geometry, limits, derivatives, maxima-minima, related rates, graphs, differentials, exponential and logarithmic functions, mean-value theorem, integration.
MAT 296 – Calculus II (4 credits) Integration: the definite integral and applications, trigonometric functions, methods of integration, improper integrals, L’Hospital’s rule, infinite series, elementary differential equations, parametric equations, polar coordinates.