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Taber, Susan B.; Canonica, Michele – Teaching Children Mathematics, 2008
Learning mathematics has traditionally been thought of as a sequential progression. Children learn to count to 10, then to 20, and then to 100. They learn to add without regrouping and then with regrouping. The authors teach addition before multiplication and the two-times table before the six-times table. They usually teach division as a separate…
Descriptors: Learning Activities, Textbooks, Symbols (Mathematics), Problem Solving
Kamii, Constance; Rummelsburg, Judith – Teaching Children Mathematics, 2008
To build cognitive foundation for number, twenty-six low-performing, low-SES first graders did mathematical physical-knowledge activities, such as "bowling," during the first half of the year. As their arithmetic readiness developed, they tried more word problems and games. At the end of the year, these children did better in mental arithmetic and…
Descriptors: Textbooks, Mental Computation, Number Concepts, Word Problems (Mathematics)