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Students' understanding of conditional probability on entering university
An understanding of conditional probability is essential for students of inferential statistics as it is used in Null Hypothesis Tests. Conditional probability is also used in Bayes' theorem, in the interpretation of medical screening tests and in quality control procedures. This study examines the understanding of conditional probability of students entering an introductory applied statistics unit at an Australian university. These students answered questions that tested their ability to interpret conditional statements in two-way tables and their ability to discern the difference between a conditional statement and its inverse in written form. They also answered questions to determine if they held the time-axis fallacy.
History
Publication title
Mathematics Education: Yesterday, Today and Tomorrow - Proceedings of the 36th Annual Conference of the Mathematics Education Research Group of AustralasiaEditors
V Steinle, L Ball & C BardiniPagination
570-577Department/School
Faculty of EducationPublisher
Mathematics Education Research Group of Australasia (MERGA)Place of publication
AustraliaEvent title
36th Annual Conference of the Mathematics Education Research Group of Australasia (MERGA 36)Event Venue
Melbourne, VictoriaDate of Event (Start Date)
2013-07-07Date of Event (End Date)
2013-07-11Rights statement
Copyright 2013 MERGA Inc.Repository Status
- Restricted