Preservice Elementary Teachers' Conceptual and Procedural Knowledge of Mean, Median, and Mode
By Randall E. Groth, Jennifer A. Bergner. 2006
166 citations recorded by the source corpus.
Subfields: Education, Statistics and Probability
View Paper: https://www.semanticscholar.org/paper/7484c86118d5640b67f92b7e6cee7715d753d904
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Citations in the corpus
- What Does Research Suggest About the Teaching and Learning of Introductory Statistics at the College Level? A Review of the Literature (2008, background): “Students have shown inconsistencies in their reasoning about the most "elementary" concepts of measures of central tendency and spread (e.g., Chance, delMas, and Garfield, 2004; delMas and Liu, 2005; Groth and Bergner, 2006; Noss, Pozzi, and Hoyles, 1999).”
- The role of contextual, conceptual and procedural knowledge in activating mathematical competencies (PISA) (2009, background): “According to Groth and Bergner (2006), conceptual knowledge may be thought of as a connected web of knowledge; a cognitive network in which relations between nodes are as important as the discrete pieces of information constituting these nodes.”
- How Students Learn Statistics Revisited: A Current Review of Research on Teaching and Learning Statistics (2007, background): “The studies suggested that the concept of the average is quite difficult to understand by children, college students and even elementary school pre-service and in-service teachers (Russell, 1990; Groth & Bergner, 2006).”
- Students' Misconceptions in Interpreting Center and Variability of Data Represented via Histograms and Stem-and-Leaf Plots (2008, background): “Mokros and Russell (1995) as well as Friel (1998) documented elementary and middle school students’ understandings and difficulties surrounding the concept of "average.”