CS 107: Introduction to Computer Programming
Programming methodology and problem solving. Basic concepts of computer systems, algorithm design and development, data types, program structures. Extensive programming in Java.
CSIS 113: Introduction to Linux
This course introduces the student to Multi-user, multitasking operating systems using the Linux operating System (OS).
CSCI 212: Machine Organization and Assembly Language
An introduction to Assembly Language programming. Language syntax is covered, together with a study of the instruction set mnemonics, segment, index, pointer, general purpose and flag registers. A variety of memory addressing techniques will be covered, as well as stack operations, particularly those associated with passing parameters to subroutine calls. Also includes I/O to screen, printer, and disk interfaces. Emphasis will be placed on interaction between the student’s code and the operating system’s supplied functions for I/O to peripheral devices. Use of editor and debugging tools will also be addressed.
CSIS 294: Intermediate Java Programming/Data Structures
This course is the continuation of Intro to Java Programming. Students will concentrate more on the Java techniques available for the development of large, complex systems.
Math 141: Precalculus
Real numbers, inequalities; polynomials; rational, trigonometric, exponential and logarithmic functions; conic sections.
Math 180: Analytic Geometry and Calculus I
A first course in differential and integral calculus of a single variable. Primarily for STEM majors. This course will cover limits and continuity, techniques and applications of differentiation and integration, Fundamental Theorem of Calculus.
Math 280: Analytic Geometry and Calculus II
A second course in calculus of a single variable. Primarily for STEM majors. This course will continue coverage of integration techniques, infinite sequences and series, polar and parametric equations, and conics.
CSE-41243: Discrete Math – Problem Solving for Engineering, Programming, & Science
In this course, students are introduced to the fundamental concepts and cover some of the essential techniques of discrete mathematics. With emphasis on the problem solving and a very hands-on approach, students will master concepts and techniques such as number theory and graph theory.