Children\'s Mathematics

(Ann) #1
and knowing how to write the number were not easy tasks for some of the children.
The children’s teacher found it a great assessment tool and remarked that the children
concentrated very well on what they were doing. Many were working in the zone of
proximal development (Vygotsky, 1978): this means they were thinking just beyond
what they could do to form new thinking. Discussing their graphical responses on
paper helped the children to think again and change some of their representations.
I felt most of the children could work out the nine times table using what they
already knew. The next steps that I would take are within the environment of the
classroom. I would display larger numbers in context and put up a number line to
1,000. I would also introduce a variety of counting strategies within 1,000 and
beyond. Working within hundred squares beyond 100, for example 500 to 600,
would extend the children’s knowledge of numbers beyond 100. The children also
need more opportunities to write larger numbers within lessons and independent
learning opportunities, for example through role play.

Figure 9.12 Multiplying larger numbers – Alison

Nectarines for a picnic


THE MATHEMATICS problem-solving
using division and multiplication
AGE 7 and 8 years
CONTEXT whole class with teacher
FEATURES supporting taught strategies or ‘jottings’

Case studies from early childhood settings 187

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