Course: Fundamentals of Engineering Exam Review
Modules:
Welcome!, Overview comments, Reference Handbook
Analytic Geometry and Trigonometry: Straight Lines, Analytic Geometry and Trigonometry: Polynomials and Conics, Analytic and Geometry and Trigonometry: Trigonometry, Algebra and Linear Algebra: Complex numbers and logarithms, Algebra and Linear Algebra: Matrices and determinants, Vectors: Basic Definitions and operations, Vectors: Examples, Series: Arithmetic and geometric progressions, Calculus: Derivatives and curvature, Calculus: Integration, Calculus: Gradient, divergence and curl, DifferentialEq: Classification, DifferentialEq: Solutions, DifferentialEq: Fourier series, DifferentialEq: Laplace
Basic Parameters, Permutation and Combinations, Probability: Laws and Examples, Probability: Bayes Theorem, Probability Distributions: Density Functions, Probability Distributions: Expected Values, Probability Distributions:Binomial Distribution, Probability Distributions:Normal Distribution, Probability Distributions:Central Limit Theorem, Probability Distributions:Other Distributions, Confidence Levels, Hypothesis Testing, Linear Regression
Basic Concepts, Basic Concepts Continued, Moments and Couples, Equilibrium, Equilibrium Examples, Trusses, Trusses Method of Sections, Centroids and Moments of Inertia, Centroids and Moments of Inertia Continued
Stresses and Strains: Introduction, Stresses and Strains: Mechanical Properties, Stresses and Strains: Shear Stress, Axial Loadings: Axial Loaded Members, Axial Loadings: Statically Indeterminate Structures, Axial Loadings: Thermal Effects and Stresses on Inclined Surfaces, Torsion: Circular Bars in Pure Torsion, Torsion: Nonuniform Torsion and Power, Shear Force and Bending Moments: Introduction to Bending of Beams, Shear Force and Bending Moments: Shear force and Bending Moment Diagrams, Stresses in Beams: Strains in Pure and Nonuniform Bending, Stresses in Beams: Strains in Pure and Nonuniform Bending (continued), Stresses in Beams: Stresses, Moment-Curvature Equation, and Geometric Properties, Stresses in Beams: Digression (Centroids and Moments of Areas)
Fluid Properties- Introduction, Fluid Properties-Density and Pressure, Fluid Properties-Stresses Viscosity, Fluid Properties-Surface tension, Fluid Properties-Units and other properties, Fluid Statics- Introduction and Pressure Variation, Fluid Statics-Application to manometers and barometers, Fluid Statics-Forces on submerged plane surfaces, Fluid Statics-Forces on submerged plane surfaces continued, Fluid Statics-Buoyancy and stability, Continuity and Energy Equations: Continuity and mass conservation, Continuity and Energy Equations: Energy equation, Continuity and Energy Equations: Energy equation examples, Flow Measurement-Pilot tubes, Flow Measurement-Venturi meter, Flow Measurement-Orifice meter, Flow Measurement-Dimensions and units, Pi theorem, Flow Measurement-Similitude, Flow Measurement-Similitude examples
Momentum Theorem, Momentum Theorem Continued, Flowin Pipesand Conducts, Flow in Pipes, Flow in Pipes Continued, Pumps and Turbines, Pumps and Turbines Continued, Flow in Open Channels, Flow in Open Channels Continued, Hydrology, Groundwater, Groundwater Continued
Static Review: Equilibirum, Static Review: Trusses, Static Review: Beams, Beam Deflections: Differential Equations, Beam Deflections: Solutions to Differential Equations, Beam Deflections: Examples, Beam Deflections: Methods of Superposition, Static Determinacy: Trusses and Beams