Here are two ways of writing the same amount: 1/2 and 0.5. Where have you seen these written as the same thing before? Think about a battery at half charge, or half a pizza, or a half-price sale.
Hands up: is 1/2 bigger than 0.5, smaller than 0.5, or exactly the same?
Each battery shows the same amount three ways at once: a fraction, a decimal and a percentage. Watch how dividing the top of the fraction by the bottom gives the decimal every time.
Today we work through these fraction twins together on the battery: 1/8, then 3/8, then 1/5, and finally 1/3. For each one we divide the top by the bottom to work out the decimal, then set the battery to check. The last one, 1/3, has a surprise waiting.
In your maths copy, write each fraction-decimal pair as a row, then add the per cent in a third column. Use the pairs we have met today:
Mark with a star any row whose decimal is recurring (one that keeps going forever).
Today we match these twins on the board: given one form, set the battery to find the matching decimal. We work through 1/2, then 1/4, then 3/4, then 1/10, then 2/5, and finally the stretch 1/8.
The halves and quarters are the friendly ones. Tenths are new. The last one, 1/8, is the stretch item and takes three decimal places, so divide carefully and set the battery to match.
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