While other research has begun to contribute to our understanding of how pre-college students reason about variation, little has been published regarding pre-service teachers ’ statistical conceptions. This paper summarizes a framework useful in examining elementary pre-service teachers ’ conceptions of variation, and investigates the question of how a class of pre-service teachers ’ responses concerning variation in a probability context compare from before to after class interventions. The interventions comprised hands-on activities, computer simulations, and discussions that provided multiple opportunities to attend to variation. Results showed that there was overall class improvement regarding what subjects expected and why, in that mor...
AbstractIt has been established that teachers’ conceptions of learning and teaching influence their ...
The gap between practise and theory is often described in negative words in teachers’ professional l...
There is a rich literature on students’ and teachers’ intuitions and misconceptions about probabili...
Concerns about the importance of variation in statistics education and a lack of research in this to...
Concerns about the importance of variation in statistics education and a lack of research in this to...
Concerns about the importance of variation in statistics education and alack of research in this top...
Staticical preparation of teachers: preservice elementary teachers (PSTs) conceptions of distributio...
This study was based on the premise that variation is the foundation of statistics and statistical i...
The purpose of this study was to explore the qualitatively different conceptions of probability hel...
Watson (2005) made the claim that contrary to the traditional order of introduction in the school cu...
Little is known about the way that teachers articulate notions of variation in their own words. The ...
A series of 13 survey questions based on a 50-50 spinner is used to explore school students’ unders...
Pfannkuch (1997) contends that variation is a critical issue throughout the statistical inquiry proc...
International audienceThe research reported here uses common items to assess statistical reasoning o...
This investigation was designed to answer the question: Do students pass through the stages of: diso...
AbstractIt has been established that teachers’ conceptions of learning and teaching influence their ...
The gap between practise and theory is often described in negative words in teachers’ professional l...
There is a rich literature on students’ and teachers’ intuitions and misconceptions about probabili...
Concerns about the importance of variation in statistics education and a lack of research in this to...
Concerns about the importance of variation in statistics education and a lack of research in this to...
Concerns about the importance of variation in statistics education and alack of research in this top...
Staticical preparation of teachers: preservice elementary teachers (PSTs) conceptions of distributio...
This study was based on the premise that variation is the foundation of statistics and statistical i...
The purpose of this study was to explore the qualitatively different conceptions of probability hel...
Watson (2005) made the claim that contrary to the traditional order of introduction in the school cu...
Little is known about the way that teachers articulate notions of variation in their own words. The ...
A series of 13 survey questions based on a 50-50 spinner is used to explore school students’ unders...
Pfannkuch (1997) contends that variation is a critical issue throughout the statistical inquiry proc...
International audienceThe research reported here uses common items to assess statistical reasoning o...
This investigation was designed to answer the question: Do students pass through the stages of: diso...
AbstractIt has been established that teachers’ conceptions of learning and teaching influence their ...
The gap between practise and theory is often described in negative words in teachers’ professional l...
There is a rich literature on students’ and teachers’ intuitions and misconceptions about probabili...