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111. Elementary Inorganic Chemistry I 3 hours

 

111L. Ele. Inorganic Chemistry Laboratory 1 hour. Fundamentals of chemistry, including elementary structure of atoms and molecules, chemical reactions, stoichiometry, introduction to quantum  chemistry, molecular bonding and geometry, phases of matter and phase changes, thermodynamics, electrochemistry, kinetics, solutions, qualitative analysis, descriptive chemistry and nuclear chemistry. Prerequisites: None.. Laboratory and lab lecture, 6 hours per week.

 

112. Elementary Inorganic Chemistry II 3 hours 112L. Elementary Inorganic Chemistry Laboratory II 1 hour. Elementary structure of atoms and molecules, chemical reactions, stoichiometry, introduction to quantum chemistry, molecular bonding and geometry, phases of matter and phase changes, thermodynamics, electrochemistry, kinetics, solutions, qualitative analysis, descriptive chemistry and nuclear chemistry. Prerequisites: CHE 111 and 111L. Lecture, 3 hours per week. Laboratory and lab lecture, 6 hours per week.

 

211. Analytical Chemistry 4 hours An instructional, lecture-based course that aims to familiarize students with fundamental principles and topics in analytical chemistry and their applications, including quantitative and qualitative analysis of chemical substances using modern chemical instrumentation. Applications include forensic chemistry, environmental science, as well as sustainable energy techniques and methods. Prerequisites: 112 and 112L. Lecture, 3 hours per week. Laboratory, 6 hours per week.

 

231. Elementary Organic Chemistry I 4 hours

 

232. Elementary Organic Chemistry I 4 hours This two-course sequence provides a rigorous elementary treatment of the compounds of carbon, including structure, properties, and reactions and their relation to theory. Prerequisites: CHE 112 and 112L. Lecture, 3 hours per week. Laboratory and lab lecture, 6 hours per week.

 

321. Elementary Physical Chemistry I 3 hours 321L. Elementary Physical Chemistry Laboratory I 1 hour Empirical-theoretical investigation of the static and dynamic properties of atoms, molecules, and ions by studying kinetics, thermodynamics and statistical thermodynamics. Prerequisites: CHE 232, PHY 154, and MTH 161 and 162. Lecture, 3 hours per week. Laboratory and lab lecture, 6 hours per week.

 

322. Elementary Physical Chemistry I 3 hours 322L. Elementary Physical Chemistry Laboratory II 1 hour Continuation of 321/321L. Empirical-theoretical investigation of the static and dynamic properties of atoms, molecules, and ions by studying quantum chemistry and spectroscopy. Prerequisites: CHE 321/321L, PHY 253, and MTH 271. Lecture, 3 hours per week. Laboratory and lab lecture, 6 hours per week.

 

326. Biophysical Chemistry 4 hours Seeks to inform the aspiring biologist, physicist, molecular biologist, pre-medical student or chemist that biopolymers also obey physical laws, which are the bases for the methods. Analysis with modern instrumentation of the determination of useful information about biopolymer systems. Prerequisites: CHE 232 and BIO 111 or 113. Lecture, 3 hours per week. Laboratory, 6 hours per week. MOREHOUSE COLLEGE /101 2016-2018

 

421. Advance Inorganic Chemistry

Rigorous treatment of the chemistry of inorgainc compunds, including structure, properties, reactions,quantum chemistry, group theory, linear algebra, Metal Complexes. Prerequisite: CHE 322/322L. Lecture, 3 hours per week. Laboratory, 6 hours per week.

 

422. Chemical Instrumentation 4 hours Chemical analysis based on the use of modern instruments. Emphasis is placed on quantitative analysis of materials using spectroscopic, electrochemical, magnetic and chromatographic techniques. Prerequisite: CHE 322/322L. Lecture, 3 hours per week. Laboratory and lab lecture, 6 hours per week. 423. Advanced Physical Chemistry I 3 hours

 

424. Advanced Physical Chemistry II  3 hours . Fundamental principles of quantum mechanics, statistical mechanics, angular momentum, coupling effects,  advance group theory applications, geometrical constructs. Prerequisite: CHE 322/322L. Recommended: PHY 361. Lecture, 3 hours per week. Laboratory and lab lecture, 6 hours per week.

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425. Solid State Devices 3 hours

Fundamental and advance applications of semiconductors,  doping, material science of electronic/microelectronic devices, electromagnetic and quantum-mechanical reactions.

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429-430. Undergraduate Seminar in Chemistry 1 hour Student seminar devoted to the study of some pertinent topics from books and journal articles from student research experiences. Occasional lecturer from outside of the college. Participation is required of all majors in chemistry; excellent performance is a necessary, but not sufficient, condition for being cited for departmental honors at graduation. Prerequisite: None. One meeting per week for 1 hour.

 

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435. Space Science 4 hours This course is designed to introduce students to the mysteries of the universe. Scientific disciplines covered include space astronomy, the science of celestial bodies that make up the universe; space astrophysics, the application of physical laws to the study of astronomy; space physics, the interaction of the Sun’s solar wind and the Earth’s atmosphere; space biology, the origin and evolution of living organisms in space; and planetary exploration, the study of the planets in the solar system. Topics will be presented via lectures, video, view graphs, class discussion, reference materials, and guest lectures. Prerequisite: CHE 322/322L. Lecture, 3 hours per week.

 

437. Instrumental Methods in Atmospheric Chemistry 4 hours A introduction to the chemistry and dynamics of atmospheric processes, the spectroscopy of atomic and molecular species, the photo-dynamics and photo-kinetics resulting from photochemical processes, and the instrumental techniques used in obtaining basic information about chemical processes in the atmosphere. Prerequisite: CHE 322/322L. Lecture, 3 hours per week. Laboratory and lab lecture, 5 hours per week

 

471. Advanced Organic Chemistry I 3 hours

 

472. Advanced Organic Chemistry II 3 hours Provides a deeper understanding of the structure of organic compounds and the mechanisms of organic reactions. The three main broad topics are structure, dynamics, and synthesis. The MOREHOUSE COLLEGE /102 2016-2018 quantum mechanical basis for aromaticity is carefully examined, and the concept of the duality of (competing) mechanisms is treated in some detail. Prerequisite: CHE 322/322L. Lecture, 3 hours per week

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500 Biophysical Chemistry

Chemistry

Mathematics

170. Calculus I 4 hours Calculus I is a first course in differential calculus and basic integral calculus. Topics include limits, continuity, elementary transcendental functions, plane analytic geometry, differentiation, implicit differentiation, related rates, maxima and minima, the fundamental theorem of calculus, and introduction to definite integral with applications. Prerequisite: MTH 120 (with a C or better) or mathematics placement.

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171. Calculus II 4 hours CalculusII is a continuation of CalculusI. Topicsinclude techniques and applications ofintegration, polar coordinates, parametric equations, infinite sequences and series, numerical integration, differential equations, L’Hôpital’s rule, and improper integration. Prerequisite: MTH 170 (with a C or better) or mathematics placement.

 

211. Introduction to Discrete Mathematics 3 hours A Principles of logic; elementary set theory; algebraic structures; combinatorics; Boolean algebra; recurrence relations; and graph theory. A course for students in computer science.  Prerequisite:MTH 110 or MTH 120 (with a C or better).

 

 

 

270 Calculus III 4 hours is a continuation of Calculus II. Topics include multivariable calculus; solid analytic geometry; linear approximation and Taylor’s theorems; Lagrange multiples and constrained optimization; multiple integration and vector analysis, including the theorems of Green, Gauss and Stokes; vector functions and curves in space; functions of several variables; and partial derivatives. Prerequisite: MTH 171 (with a C or better).

 

271. Introduction to Linear Algebra 3 hours Topics include matrices and determinants; simultaneous linear equations; vectors; linear transformations; matrix calculus; canonical forms; special matrices; applications to linear systems; least squares problems; and eigenvalues and eigenvectors. Prerequisite: MTH 170 (with a C or better).

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321. Introduction to Ordinary Differential Equations 3 hours A course designed to provide the student an introduction to the mathematical formulation of physical problems in terms of ordinary differential equations, solutions to these equations, and physical interpretations of these solutions. Topics include first order equations, nth order equations; numerical approximation techniques; Laplace transforms and systems of equations. Prerequisite: MTH 172 (with a C or better).

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323. Introduction to Set Theory 3 hours A course designed to An introduction to mathematics and the use of proofs. Review of logic; reading,  and constructing proofs; induction and double induction principles of mathematics, quantification, truth tables, sets, and their properties; axioms; product sets; relations; functionalities; cardinality.  Prerequisite: MTH 171 (with a C or better).

 

325. Applied Mathematics I 3 hours A course designed to provide the student an introduction to topics selected topics from the following: convergence of infinite series and sequences; second order ordinary differential equations; uniform convergence; regions; Fourier series and integrals; eigenvalues and eigenfunctions; adjointness and boundary-value problems; and Sturm-Liouville Theory. Prerequisites: MTH 263 and MTH 321 (withCs or better).

 

327. Applied Mathematics II 3 hours A continuation of Applied Mathematics I. Topics include partial differential equations; conformal mappings applications to two-dimension potential problems; classification of second-order partial differential equations; complex variables; integral equations; conformal mappings; Green’s functions; Legendre functions; Bessel functions; integral equations; wave motion; heat conduction; and L2 functions. Prerequisite: MTH 325 (with a C or better).

 

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361. Real Analysis I 3 hours The real numbers, completeness, and elementary topology ofEuclidean Spaces; limits, convergence, sequencesinRn ;continuity;differentiabilityandintegrabilityinR.Prerequisites:MTH 270 and MTH 323 (with C or better).

 

362. Real Analysis II 3 hours Real Analysis II is a continuation of Real Analysis I; the theory of multivariable calculus; sequences of functions and series of functions; uniform convergence; transformations; differentiation in Rn ; implicit and inverse function theorems; integration in Rn and Jacobian. Prerequisites: MTH 271 and MTH 361 (with C or better).

 

371. Abstract Algebra I 3 hours Topics include groups; subgroups; cyclic groups; permutation groups; normal subgroups and quotient groups; homomorphisms; isomorphisms and the fundamental isomorphism theorems; fundamental theorem of finite abelian groups; rings; integral domains; fields; subrings and ideals; quotient rings; ring homomorphism; and polynomial rings with coefficients in a field. Prerequisites:MTH 323 or MTH 211; and MTH 271 (with C or better).

 

372. Abstract Algebra II 3 hours A continuation of Abstract Algebra I. Topics include Sylow theorems; prime ideals; principal ideals and principal ideal domains; unique factorization domains; Euclidean domains; field extensions; and Galois Theory. Prerequisite: MTH 371 (with C or better).

 

375. Advanced Linear Algebra 3 hours A course designed to be a continuation of Introduction to Linear Algebra. Topics include a review of eigenvalues and eigenvectors, rank of a matrix, the column and null spaces associated with a matrix, the Gram-Schmidt process, diagonalization of a matrix, generalized eigenvectors, Jordan canonical form, Cayley- Hamilton theorem, orthogonal decomposition theorem, symmetric matrices and the spectral theorem, unitary matrices, hermitian matrices, normal matrices, singular value decomposition and Gerschgorin’s circle theorem. Additional topics may include but are not exclusive are group theoretic methods, power and inverse power methods, Rayleigh-Ritz theorem, introduction to the PageRank algorithm, condition number, sparse matrices and Krylov subspaces. Prerequisites : MTH 271 and MTH 255 (with a C or better)

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461. Complex Variables 3 hours Topics include elementary properties of real and complex numbers; elementary topology in the complex plane; continuity, differentiability, and integrability of a complex variable; the Cauchy Theorem; Cauchy integral formula; elementary complex functions; complex sequences and series; Laurent and Taylor series; residue theory; and contour integration. Prerequisite: MTH 361 (withC or better).

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475. Number Theory 3 hours Topics include divisibility; Euclidean algorithm; primes; linear and quadratic congruences; arithmetic functions; primitive roots and indices; diophantine equations; and cryptography. Prerequisite: MTH 371 (with C or better).

 

487. Differential Geometry 3 hours Topicsinclude differential manifolds; tangentspaces; theory curves; torsion; the Frenet frame; directional forms; surfaces; tensor analysis; shape operators; orientation; and intrinsic geometry. Prerequisites: MTH 361 and MTH 271 (with C or better)itle

Computer Science

120.Visual Basic

 

125. A+, Net+, Sec+

 

130. C/C++

 

140. C#.Net

 

210.Python 3.6.2

 

310.Stastical and Analysis and Data Handling

 

320.Wirless Technology

 

325. Database Design & Software

 

330. Oracle & Other Dtabase Technology

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335Telenetworking & Systems I

 

337. Elementary Unix Programming

 

338 Business Soutions in IT & Project Managment

 

339. HTML 5.1

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400 UCA & Operating Systmes

 

415. Javscript & Jquery

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