21). Cooke and Buchholz (2005, p. 365) suggest that communication is the foundation to mathematical education. It is most likely that a young child will not be aware that they are using and exploring mathematical concepts as they learn through play in the early year’s classroom (Macmillan, 2005, p. 7). The role of the educator is to collaborate with children so they become aware of these mathematical concepts. It is therefore key to this process that the educator understands the mathematical approaches used by children in play to be able to facilitate a numerate
21). Cooke and Buchholz (2005, p. 365) suggest that communication is the foundation to mathematical education. It is most likely that a young child will not be aware that they are using and exploring mathematical concepts as they learn through play in the early year’s classroom (Macmillan, 2005, p. 7). The role of the educator is to collaborate with children so they become aware of these mathematical concepts. It is therefore key to this process that the educator understands the mathematical approaches used by children in play to be able to facilitate a numerate