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Development of a Digital Reusable Learning Object to Provide Instruction and Assessment of Piaget’s Conservation of Number in Order to Improve Elementary Student Mathematics Performance

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Strickland, A., Jane, S., Moulton, S., White, J. & Schou, C. (2008). Development of a Digital Reusable Learning Object to Provide Instruction and Assessment of Piaget’s Conservation of Number in Order to Improve Elementary Student Mathematics Performance. In J. Luca & E. Weippl (Eds.), Proceedings of World Conference on Educational Multimedia, Hypermedia and Telecommunications 2008 (pp. 1341-1349). Chesapeake, VA: AACE.
Retrieved from http://www.editlib.org/p/28558.

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Conference Information

EDMEDIA

World Conference on Educational Multimedia, Hypermedia and Telecommunications (EDMEDIA) 2008
Vienna, Austria
June 30, 2008
ISBN 1-880094-65-7
  Joseph Luca & Edgar R. Weippl
AACE

More Information on EDMEDIA

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Authors

Albert Strickland, Strickland Jane, Shane Moulton, Jerry White, Corey Schou, Idaho State University, USA

Abstract

This research project was to examine Piaget's conservation of number assessment using a Reusable Learning Object (RLO) as the delivery mechanism. The goal is to provide elementary teachers in improving student performance in early mathematics instruction. The data collected in the pilot research project indicates there is a definite need for some level of instruction to assist students in the obtainment of conservation of number. However, a longitudinal study that assesses student performance as it relates to conservation of number could provide researchers with insight into how the conceptualization of this Piagetian concept plays a role in the development of the student's mental process to progress in mathematics.. This will enable the researchers to conduct a rigorous field test and measure with greater precision the student's concept of conservation of number. The researchers will have an opportunity to explore the effects of the student's obtainment of conservation of number and corresponding ability to grasp the Commutative Law of Addition.

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