Investigating the Cost of Using Appliances (WJEC GCSE Physics)

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Katie M

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Katie M

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Investigating the Cost of Using Appliances

  • Two appliances that have the same function may not always cost the same to run
  • On most appliances, manufacturers provide energy rating labels to allow customers to make comparisons
  • Energy rating labels describe:
    • The energy consumption of the appliance in kWh per year
    • The efficiency of the appliance by assigning a band value from A to G, where A is the most efficient and G is the least efficient
  • Note: In the 2010s, additional bands A+, A++ and A+++ were added to reflect the increased efficiencies of modern appliances, but these have been replaced by A-G

Energy Efficiency Rating Label for a Fridge

1-4-energy-efficiency-rating-label-fridge

The energy rating label for a fridge tells us how efficient it is, how much energy it uses in a year, as well as additional information about its size and noise level

Comparing the Cost of Appliances

  • Over the years, lightbulbs have become increasingly more efficient while generating the same amount of light 
  • A comparison of 4 different bulbs is shown below
bulb image average lifetime power rating
(equivalent brightness)
light emitting diodes (LED) 1-4-led-lightbulb 25 000 hours 12 W
compact fluorescent (CFL)

1-4-cfl-lightbulb

8000 hours

15 W
halogen

1-4-halogen-lightbulb

2000 hours

42 W
incandescent 1-4-incandescent-lightbulb 1000 hours 60 W

 

  • To work out the annual energy consumption of a lightbulb:

units of energy used (kWh) = power used (kW) × time (hours)

  • To work out the annual cost of each lightbulb:

cost (£) = units of energy used (kWh) × cost per unit (£ per kWh)

  • Substituting in the first expression:

cost (£) = (power used (kW) × time (hours)) × cost per unit (£ per kWh)

  • In one year, there are 24 × 365 = 8760 hours
  • Assuming a constant usage (24 hours a day) and a tariff of 10p, or £0.10 per kWh
    • Annual cost of an LED lightbulb = 0.012 × 8760 × 0.10 = £10.51
    • Annual cost of a CFL lightbulb = 0.015 × 8760 × 0.10 = £13.14
    • Annual cost of a halogen lightbulb = 0.042 × 8760 × 0.10 = £36.79
    • Annual cost of an incandescent lightbulb = 0.060 × 8760 × 0.10 = £52.56
  • Therefore, an LED lightbulb is about 5 times cheaper to run than an incandescent bulb

Examiner Tip

In recent years, energy labels have changed to be more 'customer friendly', so you may see slightly different information on labels depending on the appliance itself, for example, TV labels now display different power ratings for 'standard definition display' and 'high definition display' 

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Katie M

Author: Katie M

Expertise: Physics

Katie has always been passionate about the sciences, and completed a degree in Astrophysics at Sheffield University. She decided that she wanted to inspire other young people, so moved to Bristol to complete a PGCE in Secondary Science. She particularly loves creating fun and absorbing materials to help students achieve their exam potential.