Teaching Statistics Through Inferential Reasoning (MOOc-Ed)

Teaching Statistics Through Inferential Reasoning (MOOc-Ed)
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The statistical content and strategies are appropriate for implementation with middle school through early college learners.
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Teaching Statistics Through Inferential Reasoning (MOOc-Ed)
Every day we have opportunities to make data-based decisions and to consider how information we gather can inform us about what can be claimed about a situation, process, or larger collection. To prepare the next generation of data active citizens, we need to engage learners of all ages in investigations focused on making inferences and claims, supported by samples of data. This course allows you to learn, along with colleagues from other schools, how to emphasize inferential reasoning in teaching statistics through posing different types of investigative questions. 

MOOC List is learner-supported. When you buy through links on our site, we may earn an affiliate commission.

Course Objectives:

- Strengthen your understanding of how to engage students in a statistical investigation process for the purpose of making inferences or claims;

- Explore a framework for guiding your teaching of statistical investigations to promote inferential reasoning for your students;

- Use rich data sources and dynamic graphing tools to support data exploration for investigative questions that give students opportunities to make inferences about contexts and issues of interest them;

- Examine the ways students reason with data to make inferences or claims;

- Apply a framework for inferential reasoning to your educational practices;

- Collaborate with colleagues near and far to gain different perspectives and to build a library of teaching resources.





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MOOC List is learner-supported. When you buy through links on our site, we may earn an affiliate commission.

Free Course
The statistical content and strategies are appropriate for implementation with middle school through early college learners.

MOOC List is learner-supported. When you buy through links on our site, we may earn an affiliate commission.