What Teachers Need to Know About Numeracy by Peter Westwood

By Peter Westwood

There's an expanding want for numeracy talents in all points of existence. This publication explores the problems which are rising in regards to the educating of those abilities, starting with preschool and the early years of fundamental university via to adults with negative numeracy talents. It attracts on study and appropriate literature from numerous assorted nations to supply a entire review of the topic and comprises many hyperlinks to different assets of data and extra assets.

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The process of forming concepts consists of linking items of information together because of common properties they possess. McInerney and McInerney (2005) suggest that by being exposed to a range of objects and experiences we begin to see common properties emerge. For example, our concept of ‘triangle’ embodies our knowledge of the number of sides, the properties of the angles, the different sizes and orientations of a triangle that are possible by varying the dimensions, and the different names that have been given to various triangular forms.

Strategies for solving problems: Learners become better problem solvers if they are taught appropriate strategies to apply. ◗ Forms of knowledge that comprise numeracy: Declarative knowledge; procedural knowledge; strategic knowledge; conceptual understanding. The ability to compute is only a part of being numerate; but it is an important part. Almost all numerical situations in everyday life require an individual to be able to add, subtract, multiply or divide, often with numbers that are too large to be manipulated mentally.

2006). These cards present ageappropriate photographs of real-life situations with quantitative elements. Discussion points and questions are presented on the reverse side. , & Raban, B. (2007). Early childhood literacy and numeracy: Building good practice. Canberra: DEST, Commonwealth of Australia. This is a booklet for early childhood educators, containing advice on creating an environment for mathematics, the role of language, and observation of children’s knowledge and strategies. It also contains guidance on concepts to be introduced in the early years.

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