AQA GCSE Maths

Revision Notes

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(Unit Conversion & Time)

Unit Conversions

Unit Conversions

Converting Units of Length

Metric length conversions are based on powers of 10.

Common Length Conversions:

  • 1 cmcm = 10 mmmm
  • 1 mm = 100 cmcm
  • 1 kmkm = 1000 mm

How to Convert Lengths

If converting to a smaller unit, multiply.

If converting to a larger unit, divide.

 

Example: Convert 54 cmcm to mmmm

54×10=540mm54 \times 10 = 540 mm

Final Answer: 540 mmmm.

 

Example: Convert 12,300 cmcm to kmkm

  1. Convert cmcm to mm: \[12,300 \div 100 = 123 mm\]
  2. Convert mm to kmkm: \[ 123 \div 1000 = 0.123 kmkm \]

Final Answer: 0.123 kmkm.

 

Converting Units of Mass

Metric mass conversions also follow powers of 10.

Common Mass Conversions:

  • 1 gg = 1000 mgmg
  • 1 kgkg = 1000 gg
  • 1 tonne\text{tonne} = 1000 kgkg

 

Example: Convert 485 gg to kgkg

\(485 \div 1000 = 0.485 \(kg\)\)

Final Answer: 0.485 kgkg.

 

Converting Units of Volume/Capacity

Volume and capacity conversions also follow powers of 10.

Common Volume/Capacity Conversions:

  • 1 litre\text{litre} = 100 clcl = 1000 mlml
  • 1 clcl = 10 mlml
  • 1 mlml = 1 cm3cm^3
  • 1 litre\text{litre} = 1000 cm3cm^3
  • 1 m3m^3 = 1000 litres\text{litres}

 

Example: Convert 750 mlml to litres\text{litres}

750÷1000=0.75litres750 \div 1000 = 0.75 \text{litres}

Final Answer: 0.75 litres\text{litres}.

 

Example: Convert 1.2 m3m^3 to litres\text{litres}

Final Answer: 1200 litres\text{litres}.

 

 

Tuity Tip

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Look for a pattern—metric conversions are all based on powers of 10.

Check your final units—ensure the answer is in the required unit.

For multi-step conversions, convert to an intermediate unit first (e.g., cmmkmcm \to m \to km).

Be careful with volume vs. capacity1ml=1cm31 ml = 1 cm^3, but 1litre=1000cm31 \text{litre} = 1000 cm^3.

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