This week we have been looking at money in school.
After this week, all of our children can recognise the coins of the UK
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)
(although some of them still mix up the 1p and £1!)
Why don't you have a go at this game! Blue and Green group should try normal, and Red and Yellow should try Hard!. Congratulations to ES who completed it on VERY HARD!
After this week, all of our children can recognise the coins of the UK
(although some of them still mix up the 1p and £1!)
Why don't you have a go at this game! Blue and Green group should try normal, and Red and Yellow should try Hard!. Congratulations to ES who completed it on VERY HARD!
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