Through Learning
by Doing the child invents
mathematical knowledge from her or his actions on objects, so direct, concrete
experiences with many objects at the child’s developmental level are crucial to
the formation of accurate concepts. They
construct their own knowledge of mathematics using concrete materials and
natural situations . When students have opportunities to solve problems through
doing, they develop multiple sensing pathways in the brain . If preschool
children engage in a significant amount of mathematically related play. This
mathematical play would include exploring patterns and shapes, comparing
objects according to size, and developing a sense of number. As a child
matures, mathematically related play becomes problem solving, and children
solve problems by creating models and using those models to communicate their
understanding. if we could help children
to build upon and extend the intuitive modeling skills that they apply to basic
problems as young children, we would have accomplished a great deal by way of
developing problem-solving abilities in children in the primary grades. modeling provides a framework in problem
solving .
The
importance of building on prior mathematical understanding, and the essential
fact that children learn mathematics primarily through “… doing, talking,
reflecting, discussing, observing, investigating, listening, and reasoning”
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