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Course Criteria
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1.00 Credits
An introduction to the fundamental concepts of Mechanics, and Electricity. This course is designed to provide the student with basic principles to be applied in further courses. Topics include Mechanics; Methods of Vector Addition; forces: Newton's laws of motion, static examples; work and energy; torque: static's about an axis of rotation; applications to biological system; electricity; electric charge, electric forces, electric fi eld; voltage, batteries, current, voltmeters, ammeters; resistance, resistors, color-coding, ohmmeters; Ohm's Law, resistors in series/parallel; capacitance, capacitors, capacitors in series/parallel. Credit will not be given for both SM-2121 and SM-2127. Credit will not be given for both SM-2123 and SM-2127. Credit will not be given for both SM-2222 and SM-2127. Prerequisite: SM-1111 STCW: None
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0.00 Credits
Includes solution techniques with applications for separable and linear fi rst-order and linear second-order differential equations. It also includes graphical and numerical solutions with the graphics calculator and/or computer software. Additional topics may include systems of differential equations, nonlinear dynamics, modeling, Laplace transforms, and series solutions. Prerequisite: SM-2113 STCW: None
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0.00 Credits
An introduction to the basic concepts of statistics with an emphasis on working with real-world data and statistical ideas. Topics include data analysis of one and two variables, confi dence intervals, hypothesis testing and comparison of two means using the t-test. Technology used includes the graphics calculator, spreadsheets, and/or statistical software. Prerequisite: SM-1111 STCW: None
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1.00 Credits
A continuation of College Physics I with topics including fl uids, heat, wave motion, sound, light, electricity, and magnetism. Prerequisite: SM-1111, SM-2121 STCW: None
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1.00 Credits
This course is an introduction to the basic principles of electricity and magnetism with emphasis on the theory of DC and AC circuits. The topics include electric fi eld and Coulomb's law, series and parallel circuit analysis using Ohm's law and Kirchhoff's laws, transient behavior ofcapacitive and inductive circuits, magnetic fi eld and electromagnetic induction based on Faraday's law and Lenz's law, AC circuit analysis usingthe concepts of impedance and phasors, and AC power analysis. Prerequisite: SM-2113 STCW: None
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1.00 Credits
An Introduction to Organic and Inorganic Chemistry with emphasis on the materials likely to appear as a hazardous material or weapon of mass destruction. Topics include Organic Chemistry - naming, structure, and function; Inorganic Chemistry - metals, non-metals; chemistry of hazardous organic compounds; fl ammable gases and liquids; chemistry of corrosive materials; chemistry of explosive materials; chemistry of toxic substances; chemistry of water reactive substances; chemistry of hazardous organic compounds; chemistry of some polymeric materials. Credit will not be given for both SM-1232 and SM-2232. Prerequisite: SM-1131 STCW: None
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0.00 Credits
An introduction to the basic laws of engineering-based thermodynamics with an emphasis on open and closed systems. Some topics covered include processes and cycles, the use of property tables, the fi rst law of thermodynamics, and several steady-fl ow engineering devices. Prerequisite: SM-2123, SM-2113, SM-1232 STCW: None
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2.00 Credits
A study of the inorganic and organic chemical principles which relate to an understanding of our nonliving and living environment. Emphasis is placed on the interdependence of these natural processes. Issues relating to the disruption of these systems and the synthesis, mode of action, and mechanisms of removal of specifi c pollutants are among the topics discussed. Prerequisite: SM-1131, SM-1232 STCW: None
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0.00 Credits
An extension of material in the introductory calculus sequences including topics from among algebraic substitution, DeMoivre's theorem, Euler'sformula, sequences and series (including Fourier series), series solutions of differential equations, polar coordinates, L'Hopital's rule, improperintegrals, and vector calculus. Prerequisite: SM-2214 STCW: None
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0.00 Credits
This course introduces mathematical tools used in many common applications in engineering. We treat matrices, systems of linear equations, vector spaces and linear transformations with emphasis on eigenvectors and eigenvalues applied to systems of differential equations. Fourier series are applied to solving inhomogeneous linear differential equations such as those that appear in forced oscillations, and partial differential equations such as those of heat transfer. Analytic functions and conformal mapping are presented as a method to solve the Laplace equation.. Prerequisite: SM-6115 STCW: None
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