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Topic	Description
Kinematics	The SUVAT equations for both linear and rotational motion
Newton's Laws	Newton's laws, momentum and energy conservation
Simple Harmonic Motion	Simple harmonic motion, including pendulums and springs
Pulleys and Cogs	Massless, frictionless pulleys and cog wheels, including mechanical advantage
Beams and Forces	Beams and forces in static equilibrium
Machines	Motors, pistons, cog racks, joints and other moving machines
Materials	Multiple-choice and numeric questions on materials and material properties
Physics for Electronics	Multiple-choice and numeric questions on the physics underlying electronics
Ohm and Kirchhoff's Laws (DC)	Applying Ohm's law and Kirchhoff's circuit laws to DC circuits`
Resistor Networks (DC)	Networks of resistors, including potential and current dividers at DC
Oscilloscopes	Reading and interpreting oscilloscope displays
Equivalent Networks (DC)	Thevenin and Norton equivalent networks at DC
Circuit Analysis (DC)	Analysis of DC circuits, including power calculations
Time Constants	Calculations involving the charging and discharging of capacitors and inductors
Resistor Colour Codes	Reading resistor colour codes and E-series values, (including tolerance but not temperature co-efficients)
Binary and Hexadecimal	Binary and hexadecimal, and at higher levels octal and other counting schemes (not currently used at York)
Boolean Algebra	Manipulation of Boolean expressions and use of the '!' operator
Karnaugh Maps	Karnaugh maps for 2, 3 and 4 variable systems
Combinatorial Logic	Elementary logic gates and design of logic matching truth tables
Flip-flops and Counters	D-type, T-type and JK-type flip-flops and binary counters, including asynchronous reset and synchronous load
State Machines	State transition diagrams and next state logic for Moore state machines
Layouts	Breadboard and stripboard layouts
Decibels	Decibels, including adding signals and derived units
Diodes	Diode circuits, including Zener diodes and iterative solving
Op-Amps(DC)	Circuits involving op-amps at DC only
Electromagnetism	Multiple-choice and numeric questions on electromagnetism
Phasors	Using phasors to represent sinusoidal waveforms
Complex Impedance	Using complex numbers to represent impedance
Kirchhoff's Laws AC	Using Kirchhoff's laws with phasors in AC circuits
Passive Networks	Working with complex impedances in networks of resistors, capacitors and inductors
AC Dividers	Voltage and current dividers in AC circuits
Equivalent Networks (AC)	Thevenin and Norton equivalent networks for AC circuits
AC Circuit Analysis	Analysis of AC circuits using phasors and complex impedance
Op-amp Bandwidths	The bandwidth of one- and two-stage op-amp amplifiers using the gain-bandwidth product
Poles and Zeros	Identifying poles and zeros in frequency-dependent networks
Frequency Responses	Frequency responses of passive RLC networks
Step Responses	Step responses of passive RLC networks
Analogue Multiple Choice	Multiple choice questions on the entire syllabus of the analogue module
AC Power	Power in AC circuits, including complex power and power factor compensation (not currently used at York)
Noise	Noise in op-amps, ADCs, resistors and diodes (not currently used at York)