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Help children learn double facts from 1 to 5 with this engaging butterfly maths activity. Children match the butterfly halves and count the spots to find the doubles. Ideal for focus groups or classroom provision, supporting counting, subitising and early addition skills.
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Help children develop their understanding of double facts from 1 to 5 with this engaging butterfly maths activity. Children match the two halves of each butterfly and count the spots to discover the corresponding double. To prepare the activity, laminate and cut out the butterflies, then cut along the dotted lines to separate the halves. Children can investigate the pieces, match the correct butterfly halves and count the spots on each side to find the double. The butterfly design provides a clear visual representation of doubling, helping children see that a double is made when two equal groups are combined. Counting the spots gives children a practical way to connect quantities with the corresponding double fact. This resource is ideal for Early Years and KS1 and can be used as part of a focus group, small-group maths activity, independent learning or continuous provision. It provides an engaging way for children to explore and revisit double facts from 1 to 5. Children can practise: Learning double facts from 1 to 5 Recognising equal groups Counting accurately Matching quantities and representations Developing subitising skills Understanding that doubles are two equal groups Developing early addition skills Recognising number patterns Using mathematical language Developing early number sense Encourage children to count the spots on both butterfly halves and explain what they notice. For example, a butterfly with 3 spots on each half represents double 3, or 3 + 3 = 6. You could extend the activity by asking children to build the doubles using counters, cubes or other manipulatives. Encourage them to make two equal groups and then combine them, helping them connect the practical representation with the double fact. Children can also record the doubles they discover as number sentences, such as 1 + 1 = 2, 2 + 2 = 4 and 5 + 5 = 10. This provides a useful opportunity to develop mathematical vocabulary and make connections between concrete, pictorial and abstract repre
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