These examples show a progression in the way in which the children have chosen
to represent data and in their layout. Other children drew lunch-boxes, plates, and
children’s faces or wrote names. Afterwards they ‘read’ their registers, allowing them
to see the different ways others had represented data. These frequent opportunities
provided the children with useful models of data representation from their peers and
they were often able to suggest ways in which they could add information to help
someone else to read what they had written.
There are many other regular opportunities for collecting and representing data in
Early Years settings including session registers and lists for different purposes. The
key significance of such events is that they provide opportunities for representing,
reading and discussing meaning in authentic contexts. Such examples provide
powerful foundations for later formal data handling in mathematics.
Graphs
A graph or chart is an easy and potentially purposeful mathematical representation. It
is useful to provide a range of graphs that children can read. These can be commer-
cially produced graphs and also those that have been drawn up by the teacher about
the children. These are then displayed on the walls for children to read. It is important
to note that the graphs displayed reflect a range of layouts and that they do not always
need to be done by the children. Graphs and tables provide models for discussion and,
if purposeful, children then can see the application of data handling.
Number lines
There are many different kinds of number lines that can be displayed in the class-
room. They are used for different purposes: as a reference for the children to use if
In one setting of 3- and 4-year-olds, children were responsible for collecting the
choices for mid-morning staff drinks.The children took a clipboard to collect the
drink choices of the staff.They then read their information to the member of
staff who made the drinks.
One day Natasha, 4:6, brought a piece of paper and a pen when I did the dinner
register and this led many other children to choose to make their own during the
term. Gemma, 4:4, (Figure 8.12a) used marks with some approximations of
symbols (‘0’ and ‘+’) whilst Natasha (Figure 8.12b) focused on the concept of a
list including some ticks and circles. Alice, 5:3, used only two symbols (one for
each type of lunch) and refined her layout (Figure 8.12c).
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