Four fractions are on the board in random order: 1/2, 1/3, 2/3, 5/6.
Hands up, which one is the biggest? Which one is the smallest? What single trick would help you put all four of them in order from smallest to biggest?
Watch three sets of four fractions go in order on the IWB. Each set is in ascending order, the smallest at the top, the biggest at the bottom, and the fraction strips show why. Look at the strip lengths: every set works the same way once you find a common denominator.
Today's set on the IWB: 1/4, 3/8, 1/2, 5/8. The strips are on screen but they are NOT in order yet. Look at the strip lengths, which fraction is shortest? Which is longest? What common denominator lines all four up so the comparison is obvious?
Call out 'smaller' or 'bigger' as the strips move, the class agrees or corrects each move out loud.
In your maths copy, take this set of four fractions:
Rewrite each one with denominator 6 underneath the original. Then number them 1 to 4 from smallest to biggest at the bottom.
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