Upon completion of this course sequence, physics students will receive an associate in science degree. Additional credit hours may be required for successful transfer depending upon transfer institution of choice. Please speak to your advisor for guidance.
This program follows Math Pathway #4. Math requirements for a specific major may vary from one institution to another. Please consult with an academic counselor or academic advisor to confirm the pathway that is applicable to your major and transfer institution.
General principles of chemistry for students majoring in chemistry, engineering or science professions. Topics include atomic theory, bonding, stoichiometry, gas laws and thermochemistry.
Differential and integral calculus of elementary functions of one variable, such as polynomial, rational, radical, trigonometric, inverse trigonometric, exponential and logarithmic functions, will be covered. Applications include rates of change, optimization, curve sketching and area. A graphing calculator is required. Ask instructor for calculator recommendations.
Students will study the writing process by reading essays illustrating a variety of rhetorical strategies, analyzing texts and writing, revising and editing short essays. Course is for students who have assessed into developmental English, receiving supplemental instruction for course completion.
Students develop a writing process by reading and analyzing texts that illustrate various rhetorical strategies as well as writing, revising and editing short essays. Minimally, students must compose four formal, revised writing assignments, having one reach at least 1,250 words.
The course will introduce the student to history and culture in the third world from ancient civilizations to the modern era. This course will focus upon broad themes in history and culture and will examine those themes in each major historical era.
Continuation of the general principles of chemistry for students majoring in chemistry, engineering or science professions. Topics include solids/liquids, solutions, kinetics, equilibrium, thermodynamics and electrochemistry.
A continuation of Calculus I with emphasis on different methods of integration and applications, L`Hôpitals Rule, sequences, series, power series, Taylor series and Maclaurin series. A graphing calculator is required.
This is a study of Newtonian Mechanics. The course is for physics majors and minors, engineering students and the mathematically oriented student. This is the first of a three-course sequence.
The fundamental principles of the American Government are summarized. Such topics as federalism, civil liberties, citizenship, parties and elections, the Presidency, Congress, Judiciary and national policies and politics are discussed within the framework of the American Constitutional system.
Focuses on the fundamental principles and methods of selecting, analyzing, organizing, developing and communicating information, evidence and points of view to audiences.
A continuation of analytic geometry and calculus II. The focus is on solid analytic geometry, vectors, partial derivatives, line, volume and surface integrals in various coordinate systems and vector fields. A graphing calculator is required. Ask instructor for calculator recommendations.
The course provides an introduction to cultural and physical anthropology. Human and animal behavior is studied by using the comparative method. Some of the topics covered are: religion, magic, kinship, sex roles, human evolution, race, archeology and primates.
This course is about the world's great realms, surveyed and discussed in geographic perspective. It links human society and culture to the world's natural environment and climates.
A first course in linear algebra covering linear systems, matrices, determinants, vector spaces, inner product spaces and eigenvalues and eigenvectors, including proofs of theorems and propositions in each topic.
A first course in linear algebra covering linear systems, matrices, determinants, vector spaces, inner product spaces and eigenvalues and eigenvectors, including proofs of theorems and propositions in each topic.
A first course in linear algebra covering linear systems, matrices, determinants, vector spaces, inner product spaces and eigenvalues and eigenvectors, including proofs of theorems and propositions in each topic.