Kwara State University BSc Chemistry 200 Level Course Syllabus and Learning Outcomes
Kwara State University BSc Chemistry 200 Level Curriculum Overview
Institution: Kwara State University, Malete.
Faculty: Faculty of Pure and Applied Sciences.
Department: Department of Chemistry and Industrial Chemistry.
Program: BSc Chemistry.
Level: 200 Level.
Harmattan Semester Course Schedule
CHM 207: General Chemistry Practical III * Units: * Status: Compulsory (C) * Practical Hours (PH):
CHM 211: Organic Chemistry I * Units: * Status: Compulsory (C) * Lecture Hours (LH):
CHM 213: Analytical Chemistry I * Units: * Status: Compulsory (C) * Lecture Hours (LH):
ENT 211: Entrepreneurship and Innovation * Units: * Status: Compulsory (C) * Lecture Hours (LH):
KWASU-CHM 217: Non-Aqueous Solvents * Units: * Status: Elective (E) * Lecture Hours (LH):
ICH 251: Process Science I * Units: * Status: Compulsory (C) * Lecture Hours (LH):
STA 231: Statistical Computing II * Units: * Status: Required (R) * Practical Hours (PH):
MTH 205: Linear Algebra * Units: * Status: Required (R) * Lecture Hours (LH):
VTE 203: Enterprise Creation and Development * Units: * Status: Compulsory (C)
Total Units for Semester:
Rain Semester Course Schedule
CHM 208: General Chemistry Practical IV * Units: * Status: Compulsory (C) * Practical Hours (PH):
CHM 210: Physical Chemistry I * Units: * Status: Compulsory (C) * Lecture Hours (LH):
CHM 212: Inorganic Chemistry I * Units: * Status: Compulsory (C) * Lecture Hours (LH):
CHM 214: Structure and Bonding * Units: * Status: Compulsory (C) * Lecture Hours (LH):
GST 212: Philosophy, Logic and Human Existence * Units: * Status: Compulsory (C) * Lecture Hours (LH):
KWASU-CHM 216: Material Chemistry * Units: * Status: Compulsory (C) * Lecture Hours (LH):
MTH 202: Elementary Differential Equations * Units: * Status: Compulsory (C) * Lecture Hours (LH):
PHY 202: Introduction to Electric Circuits & Electronics * Units: * Status: Compulsory (C) * Lecture Hours (LH):
STA 202: Statistics for Physical Sciences & Engineering * Units: * Status: Compulsory (C) * Lecture Hours (LH):
VTE 204: Innovation and Product Development * Units: * Status: Compulsory (C)
Total Units for Semester:
CHM 207: General Chemistry Practical III
Learning Outcomes: * Describe the measurement of . * Determine the relative molar mass using colligative properties. * Demonstrate the partition coefficient of two immiscible solvents. * Perform measurements for temperature, heat of dissolution, and heat of neutralization. * Determine the critical solution temperature for a Water-Phenol system. * Measure the molar volume of a gas and the universal gas constant.
Course Contents: * Measurement techniques. * Determination of Relative Molar Mass from Colligative Properties. * Demonstration of Partition Coefficient in two Immiscible Solvents. * Temperature Measurement protocols. * Heat of Dissolution and Heat of Neutralisation experiments. * Determination of Critical Solution Temperature of Water/Phenol System. * Ideal Gas Law applications: Measuring the Molar Volume of a Gas and the Universal Gas Constant.
CHM 208: General Chemistry Practical IV
Learning Outcomes: * Identify general laboratory safety and operational rules. * Explain the synthesis/preparation of simple organic compounds including esters, aldehydes, and ketones. * Describe the procedure for vinegar analysis. * Demonstrate the use of thin layer chromatography (TLC). * Perform alcohol dehydration experiments. * Conduct qualitative analysis for common organic functional groups.
Course Contents: * The Preparation of Esters. * The Preparation of Aldehydes and Ketones. * Vinegar Analysis techniques. * Chromatography fundamentals and Thin Layer Chromatography (TLC). * Dehydration of Alcohol. * Qualitative Analysis of Common Functional Groups.
CHM 210: Physical Chemistry I
Learning Outcomes: * State the kinetic theory of gases and solve ideal/real gas problems. * Derive formulas for molecular velocity of gases. * Explain fundamental concepts in statistical mechanics, chemical kinetics, quantum mechanics, and spectroscopy. * Apply simple models to predict chemical system properties. * Define types of solutions and concentration terms (molarity, normality). * Explain colligative properties: vapor pressure lowering, boiling point elevation, freezing point depression, and osmotic pressure. * Apply computational methods to calculate physical properties of chemical systems. * Design investigations using practical or theoretical tools. * State Ohm’s law, Faraday’s Law, and Conductance Law; calculate electrical conductance for electrolyte solutions.
Course Contents: * Kinetic theory of gases and the science of real gases. * Laws of thermodynamics, entropy, and free energy. * Reactions and phase equilibria. * Reaction rates, rate laws, and mechanisms of elementary processes. * Photochemical reactions. * Basic electrochemistry.
CHM 211: Organic Chemistry I
Learning Outcomes: * Solve problems relating to the chemistry of aromatic compounds. * Describe structures and conformations of simple sugars, starch, cellulose, peptides, and proteins. * Solve problems in the chemistry of bifunctional compounds. * Explain mechanisms for substitution, elimination, addition, and rearrangement reactions. * Describe stereochemistry and its practical applications. * Describe pathways for named reactions such as Grignard and Aldol reactions. * Explain simple alicyclic carbon compounds and their synthesis.
Course Contents: * Chemistry of aromatic compounds. * Structures of simple sugars, starch, cellulose, peptides, and proteins. * Chemistry of bifunctional compounds. * Energetics, kinetics, and reaction mechanism investigation. * Mechanisms of substitution, elimination, addition, and rearrangement reactions. * Stereochemistry. * Named organic reactions: Grignard reaction, Aldol and related reactions. * Simple alicyclic carbon compounds and their synthesis.
CHM 212: Inorganic Chemistry I
Learning Outcomes: * List first-row transition elements and explain their characteristics. * Explain Crystal Field Theory (CFT) and illustrate with coordination compound diagrams. * State the advantages of CFT over other bonding theories. * Discuss comparative chemistry of Group 13 (), Group 14 (), Group 15 (), and Group 16 (). * Define and classify organometallic chemistry with examples. * List roles of metals in biochemical systems. * Discuss Hard and Soft Acids and Bases (HSAB) concepts. * Explain and illustrate oxidation and reduction reactions.
Course Contents: * Chemistry of first-row transition metals. * Introduction to coordination chemistry and elementary CFT. * Comparative Chemistry of groups: (), (), (), (). * Elementary introduction to organometallic chemistry. * Role of metals in biochemical systems. * Concepts of hard and soft acids and bases (HSAB). * Oxidation and reduction reactions.
CHM 213: Analytical Chemistry I
Learning Outcomes: * Explain analytical processes and the role of the chemist as a problem solver. * Describe and differentiate types of errors and their implications for laboratory analysis. * State and apply statistical tools for data treatment. * Define sampling, explain its necessity, and describe sampling techniques. * Describe sample collection and processing methods. * Solve practical problems using volumetric and gravimetric methods of analysis.
Course Contents: * Theory of errors and statistical treatment of data. * Theory of sampling. * Chemical methods of analysis: Volumetric and gravimetric analysis. * Data analysis and presentation. * Physicochemical methods, optical methods of analysis, and separation methods.
CHM 214: Structure and Bonding
Learning Outcomes: * Explain quantum states, orbitals (shape and energy). * Explain simple valency theory, electron repulsion theory, and atomic spectra. * Explain symmetry, molecular geometry, and Molecular Orbital Theory (MOT) of bonding. * Apply MOT to explain magnetic properties in main group compounds. * Explain methods for determining molecular shapes, bond lengths, and angles. * Use models to explain the chemistry of representative main group elements.
Course Contents: * Concepts of quantum states, orbitals, shape, and energy. * Simple valence theory and electron repulsion theory. * Atomic spectra. * Symmetry, molecular geometry, and structure. * Molecular Orbital Theory (MOT) of bonding. * Methods of determining molecular shape, bond lengths, and angles. * Structure and chemistry of representative main group element compounds.
ENT 211: Entrepreneurship and Innovation
Learning Outcomes: * Explain concepts of entrepreneurship, intrapreneurship, opportunity seeking, and risk-taking. * State the characteristics of an entrepreneur. * Analyze the role of micro/small businesses in wealth creation and employment. * Engage in entrepreneurial thinking (critical, reflective, and creative). * Identify key elements of innovation. * Describe enterprise formation, partnership, networking, and business planning. * Discuss contemporary entrepreneurial issues in Nigeria and globally. * State basic principles of e-commerce.
Course Contents: * Concepts and theories of Entrepreneurship (Schumpeterian perspectives, Risk-taking, Creative destruction). * Necessity vs. Opportunity-based entrepreneurship. * Characteristics of Entrepreneurs: Problem solver, change agent, innovator. * Dimensions of innovation: Change, Knowledge, and Innovation. * Enterprise formation: Business Plans, ownership forms, registration, and alliances. * Contemporary Issues: Intellectual property, virtual offices, and technology. * Entrepreneurship in Nigeria: Inspirational biographies, youth/women entrepreneurship, and support institutions. * Barriers to entrepreneurship: Environmental and cultural. * Principles of e-commerce.
GST 212: Philosophy, Logic and Human Existence
Learning Outcomes: * Identify basic features and main branches of philosophy. * Understand the centrality of logic in philosophical discourse. * Learn elementary rules of reasoning and distinguish valid from invalid arguments. * Assess arguments in texts and daily conversations critically. * Assess human conduct under existential conditions. * Deploy logic expertise to other areas of knowledge.
Course Contents: * Scope, meanings, and branches of philosophy. * Logic as a tool of philosophy. * Elements of syllogism and symbolic logic (first nine rules of inference). * Informal fallacies and laws of thought. * Logic of form vs. logic of content: Deduction, induction, and inferences. * Impact of philosophy on politics, religion, human values, and character molding.
ICH 251: Process Science I
Learning Outcomes: * Explain problems related to scale and cost in commercial processes. * Discuss the handling of fluids. * Describe mechanisms of heat transfer. * Explain phase change correlation of heat transfer data. * Demonstrate continuous fractional distillation handling.
Course Contents: * Commercial processes and problems of scale/cost. * Process flow sheets and stoichiometry. * Fluid handling: Conservation laws and dimensional analysis for moving fluids. * Process heat transfer: Mechanisms and coefficients in batch/continuous processes. * Use of Mean Temperature Difference. * Distillation types: Differential, batch, fractional, and continuous fractional. * Operating variables and number of stages in distillation.
KWASU-CHM 216: Material Chemistry
Learning Outcomes: * Classify materials by functionality and bulk properties. * State desirable properties for material selection (structural, thermal, electrical, etc.). * Relate chemical bonding to bulk properties. * Use chemical bond theories to explain electrical properties. * Describe light-matter interaction and optical properties. * Explain magnetic susceptibility and Curie temperature. * Classify polymers and correlate bonding with bulk properties.
Course Contents: * Definitions and survey of existing materials. * Structural materials: Stress, strain, Young's modulus, breaking point. * Zeolites, clays, ion exchange capacity, and swelling properties. * Electrical materials: Band theory (metals, semiconductors, insulators). * Optical materials: Opaque, transparent, and colored. * Magnetic materials: Diamagnetic, paramagnetic, ferro-, ferri-, and antiferromagnetic materials. * Magnetic susceptibility and Curie temperature (). * Polymers: Plastics, elastomers, fibers, adhesives, coatings, and membranes.
KWASU-CHM 217: Non-Aqueous Solvents
Learning Outcomes: * Explain interest in non-aqueous solvents. * Define relative permittivity (), dipole moment (), refractive index (), and polarizability. * State interactions involved in solute dissolution. * Explain the role of the dielectric constant () in solute behavior. * Identify unique properties of amphiprotic solvents. * Differentiate between acidic, basic, coordinating, and non-coordinating solvents.
Course Contents: * Solvent properties: Viscosity, dielectric constant, melting/boiling points, relative permittivity, refractive index. * Classification: Acidic (protophilic), amphiprotic, protic, aprotic, coordinating, and inert solvents. * Solvent-solute interactions: Electronegativity, dipole moment, and solvation forces. * Specific solvents: Oxyhalides (Nitrosyl chloride, Phosphoryl chloride). * Liquid oxides: Liquid dinitrogen tetroxide (), Liquid sulphur (IV) oxide (). * Protic solvents: Liquid ammonia (), Acetic acid, anhydrous sulphuric acid (), and Hydrogen fluoride ().
MTH 202: Elementary Differential Equations
Learning Outcomes: * Define the order and degree of a differential equation. * Describe techniques for solving first and second-order linear and non-linear equations. * Solve problems related to physics and geometry.
Course Contents: * Derivation of differential equations from geometry and physics primitives. * Order and degree definition. * Techniques for first and second-order linear/non-linear equations. * Solutions of systems of first-order linear equations. * Finite linear differential equations.
MTH 205: Linear Algebra II
Learning Outcomes: * Recognize systems of linear equations. * Calculate Eigenvalues and Eigenvectors. * Describe the Cayley-Hamilton theorem and its applications.
Course Contents: * Systems of linear equations. * Change of basis, equivalence, and similarity. * Eigenvalues and Eigenvectors. * Minimum and characteristic polynomials of a matrix. * Cayley-Hamilton theorem. * Bi-linear and quadratic forms. * Orthogonal diagonalization and Canonical forms.
PHY 202: Introduction to Electric Circuits and Electronics
Learning Outcomes: * Identify circuit symbols and diagrams. * Determine current, potential drop, power, and energy using Ohm’s law. * Simplify resistor combinations (series/parallel). * Apply Kirchhoff’s laws to DC and AC circuits. * Use potential and current divider techniques. * Apply Mesh currents and Node-Voltage methods. * Determine impedances and analyze AC circuits using phasor diagrams. * Understand Q-factor, resonance, and transformer principles. * Distinguish conductors, semiconductors, and insulators via band structure. * Explain semiconductor devices (diodes, transistors, LEDs, Photodiodes) and their characteristics.
Course Contents: * DC Circuits: Sources of emf, resistor combinations, Thevenin and Norton theorems, superposition principle. * AC Circuits: Sinusoidal waveforms, RMS and peak values, Impedance, admittance, RLC circuits. * Electronics: Filters, amplification, Bipolar Junction Transistors (BJT), and Field Effect Transistors (FET). * Feedback, oscillators, signal generators. * Semiconductors: The junction and various diodes.
STA 202: Statistics for Physical Sciences and Engineering
Learning Outcomes: * Describe the scope of statistical methods in physical sciences. * Define measures of location, partition, and dispersion. * Explain probability elements and distributions (Binomial, Poisson, Geometric, Hypergeometric, Negative Binomial, Normal, Student’s t, and Chi-square). * Perform point and interval estimation and hypothesis testing for means, proportions, and variances. * Compute Regression and Correlation; conduct non-parametric tests (Contingency tables). * Explain experimental design and Analysis of Variance (ANOVA).
Course Contents: * Scope of statistics in engineering and science. * Measures of location/partition/dispersion. * Probability distributions (Binomial, Poisson, etc.). * Estimation and hypothesis tests. * Regression and correlation. * Non-parametric tests and Contingency table analysis. * ANOVA and introduction to design of experiments.
STA 231: Statistical Computing II
Learning Outcomes: * Explain computer uses in statistical computing. * Demonstrate various statistical software packages. * Use packages to solve methodology problems. * Demonstrate spreadsheet application use. * Use specific tools: SPSS, STATA, and MINITAB.
Course Contents: * Introduction to statistical packages. * Solving statistical problems via computers. * Spreadsheet applications. * Practical work using SPSS, STATA, and MINITAB.