Engineering Economics
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, break-even)
FE Exam Preparation course in Calgary, Edmonton and Winnipeg - Professional Development Course to take P.Eng or EIT with APEGA, Alberta
The CBT@FE Review Centre was established in Canada to assist APEGA Examinee candidates preparing to take the Computer Based Test (CBT) - Fundamental of Engineering (FE) Exam by NCEES for membership with The Association of Professional Engineers and Geoscientists of Alberta or The Association of Professional Engineers and Geoscientists of the Province of Manitoba (APEGM) or The Association of Professional Engineers and Geoscientists of the Province of British Columbia (EGBC) or Professional Engineers Ontario (PEO) and those working towards a United States Engineering License.
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, break-even)
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. Timing (e.g., diagrams, asynchronous inputs, race conditions and other hazards)
A. Basic modulation/demodulation concepts (e.g., AM, FM, PCM) B. Fourier transforms/Fourier series C. Multiplexing (e.g., time division, frequency division, code division) D. Digital communications
A. Models, biasing, and performance of discrete devices (e.g., diodes, transistors, thyristors) B. Amplifiers (e.g., single-stage/common emitter, differential, biasing) C. Operational amplifiers (e.g., ideal, nonideal) D. Instrumentation (e.g., measurements, data acquisition, transducers) E. Power electronics (e.g., rectifiers, inverters, converters)
A. Power theory (e.g., power factor, single and three phase, voltage regulation) B. Transmission and distribution (e.g., real and reactive losses, efficiency, voltage drop, delta and wye connections) C. Transformers (e.g., single-phase and three-phase connections, reflected impedance) D. Motors and generators (e.g., synchronous, induction, dc)
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
A. Measures of central tendencies and dispersions (e.g., mean, mode, standard deviation) B. Probability distributions (e.g., discrete, continuous, normal, binomial, conditional probability) C. Expected value (weighted average)
A. Algebra and trigonometry B. Complex numbers C. Discrete mathematics D. Analytic geometry E. Calculus (e.g., differential, integral, single-variable, multivariable) F. Ordinary differential equations G. Linear algebra H. Vector analysis
A. Sampling (e.g., aliasing, Nyquist theorem) B. Analog filters C. Digital filters (e.g., difference equations, Z-transforms)
A. Frequency/transient response B. Resonance C. Laplace transforms D. Transfer functions
A. Routing and switching B. Network topologies (e.g., mesh, ring, star) C. Network types (e.g., LAN, WAN, internet) D. Network models (e.g., OSI, TCP/IP) E. Network intrusion detection and prevention (e.g., firewalls, endpoint detection, network detection) F. Security (e.g., port scanning, network vulnerability testing, web vulnerability testing, penetration testing, security triad)
A. Electrostatics/magnetostatics (e.g., spatial relationships, vector analysis) B. Electrodynamics (e.g., Maxwell equations, wave propagation) C. Transmission lines (high frequency)
A. Semiconductor materials (e.g., tunneling, diffusion/drift current, energy bands, doping bands, p-n theory) B. Electrical (e.g., conductivity, resistivity, permittivity, magnetic permeability, noise) C. Thermal (e.g., conductivity, expansion)
A. Block diagrams (e.g. feedforward, feedback) B. Bode plots C. Closed-loop response, open-loop response, and stability D. Controller performance (e.g., steady-state errors, settling time, overshoot)
A. Codes of ethics (e.g., professional and technical societies, NCEES Model Law and Model Rules) B. Intellectual property (e.g., copyright, trade secrets, patents, trademarks) C. Safety (e.g., grounding, material safety data, PPE, radiation protection)