FE-PE
Study Guides (R.L. Jones)
| NEW FE FILES: | ||
| FE1 - DC | ||
| FE2 - AC | ||
| FE3 - Devices | ||
|
FE Review Files |
||
| Cartesian Coordinates Lines and Linear Equations Quadratics | Handout | |
| Logs and Exponents | ||
| Inequalities and absolute values | ||
| Simultaneous Equations | ||
| Conic Sections | ||
| Complex Numbers | ||
| Matrix Math | Handout | FE Matrices |
| Matrix Transpose | ||
| Determinants | ||
| Cofactors | ||
| Matrix Inversion | ||
| Cramer's Rule | ||
| Defined | Handout | FE Derivatives |
| Rules/Methods | ||
| Extrema (min/max) | ||
| Defined | Handout | FE Integrals |
| Rules/Methods | ||
| Area, | ||
| Average | ||
| Work | ||
| Series | Handout | Advanced Calc |
| Vectors | ||
| Multivariable Calculus | ||
| Partial Derivatives | ||
| Polar Coordinates | ||
| Linear and Non-Linear Definitions | Handout | Differential Equations |
| Homogeneous and Non-homogeneous Definitions | ||
| Linear Constant Coefficient Ordinary DE examples | ||
| Partial Fraction Expansion Examples | Handout | Laplace Transforms |
| Inverse Laplace Transform Examples | ||
| Morning Session Example Questions | Handout | Math Examples |
| Definitions | Handout | Computer Terms |
| Registers | ||
| Data Types, Parity | ||
| Binary Number Conversions, Structured Programming | ||
| Algorithms | ||
| Logic Gates | Handout | Logic |
| Boolean Rules | ||
| Combinational Logic | ||
| Flip-Flops | ||
| Definitions | Handout | DC Fundamentals |
| KVL, KCL, Voltage and Current dividers | ||
| Sine Waves, Average values | ||
| Power, | Handout | DC Analysis |
| Capacitors | ||
| Inductors | ||
| Mesh | ||
| Examples | ||
| Thevenin and Norton Analysis | Handout | Thevenin and Norton |
| RC an RL circuit Analysis | Handout | RC and RL |
| Ideal Operational Amplifier Analysis | Handout | Op_amps |
| Transformers | Handout | Transformers |
| AC Fundamentals and Power Triangle | Handout | AC Analysis |