Fundamentals Of Engineering (FE) Practice Exams (July 2020+)

General Engineering(Mathematics, Ethics, Probability and statistics, Eng. Econs. etc.) +EE/CE and Mechanical sections

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Fundamentals Of Engineering (FE) Practice Exams (July 2020+)

What You Will Learn!

Fundamentals Of Engineering Exam Preparation categories of the questions are general to all Engineers the other EE/CE and ME sections are being added the NCEES resources
FE Practice tests, continuously updated
Using reference prep texts as well as going over key concepts especially EE, A good refresher/Knowledge assesment
Mathematics 11–17 A. Algebra and trigonometry B. Complex numbers C. Discrete mathematics D. Analytic geometry E. Calculus F. Differential equations G. Linear algebra H. Vector analysis 2. Probability and Statistics 4–6 A. Measures of central tendencies and dispersions (e.g., mean, mode, standard deviation) B. Probability distributions (e.g., discrete, continuous, normal, binomial) C. Expected value (weighted average) in decision making D. Estimation for a single mean (e.g., point, confidence intervals, conditional probability) 4–6 A. Chemical (e.g., corrosion, ions, diffusion) B. Electrical (e.g., conductivity, resistivity, permittivity, magnetic permeability) C. Mechanical (e.g., piezoelectric, strength) D. Thermal (e.g., conductivity, expansion) 2 6. Engineering Sciences 6–9 A. Work, energy, power, heat B. Charge, energy, current, voltage, power C. Forces (e.g., between charges, on conductors) D. Work done in moving a charge in an electric field (relationship between voltage and work) E. Capacitance F. Inductance 7. Circuit Analysis (DC and AC Steady State) 10–15 A. KCL, KVL B. Series/parallel equivalent circuits C. Thevenin and Norton theorems D. Node and loop analysis E. Waveform analysis (e.g., RMS, average, frequency, phase, wavelength) F. Phasors G. Impedance 8. Linear Systems 5–8 A. Frequency/transient response B. Resonance C. Laplace transforms D. Transfer functions E. 2-port theory 9. Signal Processing 5–8 A. Convolution (continuous and discrete) B. Difference equations C. Z-transforms D. Sampling (e.g., aliasing, Nyquist theorem) E. Analog filters F. Digital filters 10. Electronics 7–11 A. Solid-state fundamentals (e.g., tunneling, diffusion/drift current, energy bands, doping bands, p-n theory) B. Discrete devices (diodes, transistors, BJT, CMOS) and models and their performance C. Bias circuits D. Amplifiers (e.g., single-stage/common emitter, differential) E. Operational amplifiers (ideal, non-ideal) F. Instrumentation (e.g., measurements, data acquisition, transducers) G. Power electronics 11. Power 8–12 A. Single phase and three phase B. Transmission and distribution C. Voltage regulation D. Transformers E. Motors and generators F. Power factor (pf) 3 12. Electromagnetics 5–8 A. Maxwell equations B. Electrostatics/magnetostatics (e.g., measurement of spatial relationships, vector analysis) C. Wave propagation D. Transmission lines (high frequency) E. Electromagnetic compatibility 13. Control Systems 6–9 A. Block diagrams (feed-forward, feedback) B. Bode plots C. Closed-loop and open-loop response D. Controller performance (gain, PID), steady-state errors E. Root locus F. Stability G. State variables 14. Communications 5–8 A. Basic modulation/demodulation concepts (e.g., AM, FM, PCM) B. Fourier transforms/Fourier series C. Multiplexing (e.g., time division, frequency division) D. Digital communications 15. Computer Networks 3–5 A. Routing and switching B. Network topologies/frameworks/models C. Local area networks 16. Digital Systems 7–11 A. Number systems B. Boolean logic C. Logic gates and circuits D. Logic minimization (e.g., SOP, POS, Karnaugh maps) E. Flip-flops and counters F. Programmable logic devices and gate arrays G. State machine design H. Data path/controller design I. Timing (diagrams, asynchronous inputs, races, hazards) 17. Computer Systems 4–6 A. Architecture (e.g., pipelining, cache memory) B. Microprocessors C. Memory technology and systems D. Interfacing 18. Software Development 4–6 A. Algorithms B. Data structures C. Software design methods (structured, object-oriented) D. Software implementation (e.g., procedural, scripting languages) E. Software testing
3. Ethics and Professional Practice 3–5 A. Codes of ethics (professional and technical societies) B. NCEES Model Law and Model Rules C. Intellectual property (e.g., copyright, trade secrets, patents) 4. Engineering Economics 3–5 A. Time value of money (e.g., present value, future value, annuities) B. Cost estimation C. Risk identification D. Analysis (e.g., cost-benefit, trade-off, breakeven) 5. Properties of Electrical Materials

Description

The Fundamentals of Engineering (FE) exam is a crucial step for aspiring engineers to take in order to become licensed professionals. Our online practice test course is designed to help you prepare for the exam and achieve success.

Our course is modeled after reference texts, NCEES practice questions, and using the handbook. It is timed and scored using NCEES known practices, as well as going over key concepts in Electrical Engineering, Mathematics, Engineering Economy, and more. It is a great resource to prepare for the exam and know what to expect, as well as check your preparedness level. The course is also useful for recent graduates with exceptional academics who may use it as a refresher and to ascertain what to expect.

This course is useful to anyone seeking to take the exam at any level, in general, for all disciplines to be adequately prepared for the general areas as well as Electrical Engineering/Civil Engineering and Mechanical Engineering (slowly being added) will have more complete content once complete. Several subject areas overlap for certain disciplines like Dynamics, Statics etc. for Structural and more. Our course is constantly being updated and added to, ensuring that you have the most up-to-date and comprehensive information to help you pass the exam.

With our online practice test course, you will have access to a wealth of knowledge and resources that will give you the edge you need to pass the FE exam with confidence. Whether you're an aspiring engineer or a recent graduate, our course is the perfect tool to help you achieve your goals. Sign up today and take the first step towards becoming a licensed professional engineer.

Who Should Attend!

Engineering Majors Junior-Senior year students
Fresh Engineering Graduates
Engineering Professionals Needing to Prepare to obtain this license for work or Professional advancement

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