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C&G 2365 Unit 202: Electrical Principles Revision Guide for Apprentices

Comprehensive revision guide for City & Guilds 2365 Unit 202 — Principles of Building Services Engineering. Ohm's law, power and energy calculations, series and parallel circuits, AC vs DC, SI units, and exam technique for electrical apprentices.

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15 min readUpdated 2026-06-10Andrew Moore, Founder of Elec-Mate

Written and reviewed by Andrew Moore, founder of Elec-Mate, against BS 7671:2018+A4:2026, IET Guidance Note 3 and the IET On-Site Guide.

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Key Takeaways

  • 1Unit 202 — Principles of Building Services Engineering — covers the underpinning electrical theory that apprentices need to understand and apply in all practical installation and testing work.
  • 2SI (International System of Units) units are the standard measurement units used throughout electrical engineering. Key units for electricians include the volt (V), ampere (A), ohm (Ω), watt (W), and joule (J).
  • 3Ohm's law (V = I × R) is the foundation of circuit analysis. Combined with Kirchhoff's voltage and current laws, it allows apprentices to calculate voltages, currents, and resistances in series and parallel circuits.
  • 4Power (P = V × I = I² × R = V²/R) and energy (E = P × t) calculations are essential for cable sizing, circuit protection, and understanding energy consumption — all of which appear in installation work and on the Unit 202 exam.
  • 5AC (alternating current) is the form of electricity supplied by the UK national grid (230V, 50Hz). DC (direct current) is produced by batteries and solar PV cells. Understanding the fundamental differences is required for Unit 202.
01 · Apprentice Guide

What is City & Guilds 2365 Unit 202?

Unit 202 — Principles of Building Services Engineering — is a mandatory knowledge unit within the City & Guilds 2365 Diploma in Electrical Installations at both Level 2 and Level 3. It covers the underpinning scientific and mathematical principles that make electrical installation work comprehensible rather than a series of memorised procedures.

Understanding why circuits behave as they do — why a lower resistance means a higher current, why parallel circuits always have a lower combined resistance than any individual branch, why a longer cable has more voltage drop — turns an apprentice who follows instructions into an electrician who can solve problems independently on site.

Unit 202 builds the theoretical foundation for all subsequent units in the 2365 diploma and provides the underpinning knowledge that supports the NVQ practical portfolio evidence. It also feeds directly into the AM2 practical assessment, where the ability to interpret test readings and fault conditions depends on applying the principles covered in this unit.

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02 · Apprentice Guide

SI Units and Electrical Quantities

All physical quantities in electrical engineering are measured in SI units (Système International d'Unités — the International System of Units). Understanding the units and their relationships is the starting point for all electrical calculations:

V

Volt

Electromotive force (EMF) / Potential difference (PD)

A

Ampere

Electric current

Ω

Ohm

Electrical resistance

W

Watt

Electrical power (1W = 1V × 1A)

J

Joule

Electrical energy (1J = 1W × 1s)

Hz

Hertz

Frequency (cycles per second)

H

Henry

Inductance

F

Farad

Capacitance

Prefixes scale the base unit up or down: kilo (k) = ×1,000; mega (M) = ×1,000,000; milli (m) = ×0.001; micro (μ) = ×0.000001. Common examples: 1kΩ = 1,000Ω; 1MΩ = 1,000,000Ω; 30mA = 0.030A; 100μF = 0.0001F. Always convert to base units before performing calculations to avoid errors.

03 · Apprentice Guide

Ohm's Law and Circuit Calculations

Ohm's law is the most important single relationship in electrical engineering. It states that the voltage across a conductor is proportional to the current flowing through it:

V = I × R

Voltage (V) = Current (A) × Resistance (Ω)

V = I × R

Find voltage

I = V ÷ R

Find current

R = V ÷ I

Find resistance

Practical applications of Ohm's law in electrical installation work:

  • Voltage drop calculation: A 2.5mm² copper cable has resistance of approximately 7.41mΩ/m. A 20m ring circuit with a fault at the end (effectively a 10m one-way path) has R = 0.00741 × 10 = 0.0741Ω. At 16A fault current, voltage drop = I × R = 16 × 0.0741 = 1.19V.
  • Fault current: If the supply voltage is 230V and the total loop impedance (Zs) is 0.8Ω, the prospective fault current = V/Zs = 230/0.8 = 287.5A. This must be within the breaking capacity of the protective device.
  • Continuity test interpretation: A continuity reading of 0.5Ω on a 20m protective conductor — does it indicate a good connection? R = ρ × L/A. For 1.5mm² copper (ρ = 17.2×10⁻⁹Ω·m): R = 17.2×10⁻⁹ × 20 / (1.5×10⁻⁶) = 0.23Ω. A reading of 0.5Ω is higher than expected and suggests a high-resistance joint worth investigating.

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04 · Apprentice Guide

Electrical Power and Energy Calculations

Power is the rate at which energy is transferred or converted. In electrical circuits:

Power Formulae

P = V × I

From voltage and current

P = I² × R

From current and resistance

P = V² ÷ R

From voltage and resistance

Energy is power × time: E = P × t. In SI units, energy in joules = watts × seconds. For practical energy consumption calculations, use kilowatts and hours to get kilowatt-hours (kWh) — the unit on electricity bills.

Worked Examples

  • Example 1 — Immersion heater: A 3kW immersion heater runs for 2 hours. Energy used = 3kW × 2h = 6kWh. At 28p/kWh, cost = 6 × 28p = 168p = £1.68.
  • Example 2 — Cable heating: A 6mm² cable carries 40A. Resistance per metre = 3.08mΩ/m. Power dissipated per metre = I² × R = 40² × 0.00308 = 4.93W/m. Over a 10m run = 49.3W. This heating must be accounted for in the derating of the cable.
  • Example 3 — Fuse sizing: A 1kW electric heater operates from 230V. Current = P/V = 1000/230 = 4.35A. The circuit should be protected by at least a 6A MCB (the next standard MCB rating above 4.35A, allowing for starting current).

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05 · Apprentice Guide

AC vs DC: Key Differences for Electricians

Understanding the fundamental differences between AC and DC is essential for Unit 202 and for practical work with solar PV, battery storage, and EV charging circuits:

DC (Direct Current)

  • Constant voltage and current direction
  • Produced by batteries, solar cells, and rectifiers
  • Used in control circuits, EV charging, solar PV
  • Cannot be transformed (changed in voltage) easily
  • No frequency — measure in volts DC (VDC)
  • Polarity matters — + and – must be correctly connected

AC (Alternating Current)

  • Voltage and current reverse direction periodically
  • UK supply: 230V RMS, 50Hz
  • Used for mains distribution, motors, most domestic circuits
  • Can be transformed to any voltage using a transformer
  • Frequency in hertz (Hz) — 50Hz in UK, 60Hz in USA
  • Polarity reverses — live/neutral identification still required

For the Unit 202 exam, key AC concepts include: RMS (Root Mean Square) value — the equivalent DC value that produces the same heating effect (230V RMS = 325V peak for a sinusoidal supply); frequency and period (T = 1/f, so at 50Hz, T = 0.02 seconds per cycle); and the concept of phase (which becomes important at Level 3 with three-phase circuits and power factor).

06 · Apprentice Guide

Series and Parallel Circuits

The behaviour of components connected in series versus parallel is a core Unit 202 topic with direct practical relevance:

Series Circuits

  • Same current flows through every component
  • Voltages add up: V_total = V1 + V2 + V3
  • Resistances add up: R_total = R1 + R2 + R3
  • One break in the circuit stops current flowing everywhere
  • Practical example: traditional Christmas tree lights (older style), pilot circuits, some fault loop paths

Parallel Circuits

  • Same voltage appears across every branch
  • Currents add up: I_total = I1 + I2 + I3
  • 1/R_total = 1/R1 + 1/R2 + 1/R3 (total R is less than smallest branch R)
  • One branch open does not affect other branches
  • Practical example: all domestic circuits (sockets, lights) — each device gets full supply voltage regardless of how many devices are connected

A common exam question tests the series-parallel combination: resistors arranged partly in series and partly in parallel. Work from the innermost parallel combination outward, simplifying step by step to a single equivalent resistance.

07 · Apprentice Guide

Unit 202 Exam Structure and Revision Tips

Unit 202 is assessed by written online examination. The exam includes both calculation questions (where you must show working and arrive at a numerical answer) and knowledge questions (explaining concepts and identifying correct statements about circuit behaviour).

Exam Format

  • Multiple choice and short-answer format
  • Calculation questions with marks for method even if final answer is wrong
  • Scientific calculator permitted
  • Formula sheet typically provided
  • Duration: approximately 1–1.5 hours

High-Frequency Exam Topics

  • Ohm's law calculations — rearranging the formula for V, I, or R
  • Series and parallel resistance calculations
  • Power calculations using P = VI, P = I²R, P = V²/R
  • Energy calculations (kWh = kW × hours)
  • SI unit identification and prefix conversion
  • AC vs DC — identifying characteristics, sources, and applications
  • Voltage divider and current divider analysis

Calculation Technique Tips

  • Always convert prefixes to base units before calculating (30mA = 0.030A)
  • Write the formula before substituting numbers
  • Check units in your answer — watts, volts, ohms, amps
  • For multi-step problems, label intermediate results clearly
  • Round only at the final step, not intermediate steps

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