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Early Childhood - Connecticut State Department of Education

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Mathematics Chapter 6<br />

Prompt children to use probability terms in examining their collections, e.g., It is<br />

likely this group has more.<br />

Partner with the children to create pictures using collections.<br />

Scribe for the children descriptions <strong>of</strong> their collection pictures.<br />

Materials/Changes to Provide collections <strong>of</strong> various items in art, math and science investigation<br />

Environment centers.<br />

References<br />

Baroody, A. S. “Does Mathematics Instruction For 3-5<br />

Year Olds Really Make Sense?” In Young Children.<br />

July 2000, pgs. 61-67.<br />

Bredekamp, S. and Rosegrant T., Eds. Reaching<br />

Potentials: Transforming <strong>Early</strong> <strong>Childhood</strong> Curriculum and<br />

Assessment, Vol. 2. Washington, DC: NAEYC, 1995.<br />

Clements, D. and Sarama J. Standards for Preschoolers:<br />

Teaching Children Mathematics. Reston, VA: National<br />

Council <strong>of</strong> Teachers <strong>of</strong> Mathematics (NCTM), 2001.<br />

Clements, D. and Sarama J. The Earliest Geometry:<br />

Teaching Children Mathematics. Reston, VA: NCTM,<br />

2000.<br />

Clements, D. and Sarama J. Achievable Numerical<br />

Understandings for All Young Children. Teaching<br />

Children Mathematics. Reston, VA: NCTM, 2001.<br />

Copley, J. The Young Child and Mathematics.<br />

Washington, DC: NAEYC, 2000.<br />

Forman, G. and Kuschner, D. The Child’s Construction <strong>of</strong><br />

Knowledge: Piaget for Teaching Children. Monterey, CA:<br />

Brooks/Cole Publishing Co., 1983.<br />

Gelman, R. and Gallistel, C.R. The Children’s<br />

Understanding <strong>of</strong> Numbers. Cambridge, MA: Harvard<br />

University Press, 1978.<br />

EXAMPLE OF PLANNING, (continued)<br />

Prepare large sheets for collage and collection displays in the art center and<br />

writing area.<br />

Collect and display various books in the library area on counting and collecting,<br />

and stories that are suitable for estimating and probability discussions.<br />

95<br />

Ginsburg, H. Children’s Arithmetic. New York: Van<br />

Nostrand, 1977.<br />

Ginsburg, H.; Greenes, C. and Balfanz. Big Math for<br />

Little Kids. Parsippany, NJ: Pearson <strong>Education</strong>, 2003.<br />

Griffin, S. A. and Case, R. “Re-thinking the Primary<br />

School Math Curriculum: An Approach Based on<br />

Cognitive Science.” In Issues in <strong>Education</strong> 4(1): 1-51,<br />

1998.<br />

Hiebert, J. Conceptual and Procedural Knowledge: The Case<br />

<strong>of</strong> Mathematics: Hilldale, NJ: Erbaum, 1986.<br />

Kamii, C. Number in Preschool and Kindergarten.<br />

Washington, DC: NAEYC, 2000.<br />

National Council <strong>of</strong> Teachers <strong>of</strong> Mathematics.<br />

Principles and Standards for School Mathematics. Reston,<br />

VA: NCTM, 2000.<br />

National Research Council. Eager to Learn: Educating<br />

our Preschoolers. B.T. Bowman, M.S. Donovan and<br />

M.S. Burns, Eds. Washington, DC: Committee<br />

on <strong>Early</strong> <strong>Childhood</strong> Pedagogy, Commission on<br />

Behavioral and Social Sciences and <strong>Education</strong>.<br />

National Academy Press, 2001.<br />

Singer, D. and Revenson, T. A Piaget Primer on How<br />

a Child Thinks. New York: National Penguin Books,<br />

1978.<br />

Wortham, S. <strong>Early</strong> <strong>Childhood</strong> Curriculum. Columbus,<br />

OH: Merrill/Prentice Hall, 2002.

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