Statistics Course Redesigns at NCSU Roger Woodard Two course redesigns • Ohio State – Under original N.C.A.T model. – Funded through Pew grant. – Buffet approach • NCSU – Under the radar – No special funding Statistics A question for you. Statistics Statistics ST311 • Introductory Statistics – 700 students per semester – Majors from social and biological sciences – Not for business or engineering • Sections – Taught by graduate students – 10 to 12 per semester – 65 students per section Statistics Previous structure • No formal training – Mentored by course coordinator in informal way • Common text but syllabus only loosely coordinated – Time on topics varied greatly Statistics Problems • Instructors did not know what to emphasize – Concepts of the material not clear. – Amount of content varied greatly. • Amount of work varied greatly – Students – Instructors • Grade distributions varied • Complaints were heavy Statistics Redesign • Goals – Improve consistency of the course grading and experience. – Improve the experience of graduate instructors teaching the course. Statistics Improved Experience • Reduce the amount of time graduate instructors spend on teaching the course, especially those elements that are primarily administrative. • Provide a support network to deal with teaching and administrative issues. Statistics Learning Experience • Teaching should be a learning experience – Graduate students should be equipped to teach their own class – Substantial experience teaching the course • Time commitment should not be excessive – Keep workload comparable to other assignments – Instructors concentrate on the big issues of how to teach the material Statistics Learning Experience • Instructors should make their own lectures – Not just teach from preset notes or slides – Let them think more deeply about the material – Let them find the way to present the material that works best for them. • Instructors make up their own midterm exams – Get the experience of making exams Statistics Minimize Time for Grad Instructors • Remove mundane tasks that take a lot of time • Homework – Common across sections with same due dates – WebAssign, online homework system: Automatically graded, immediate feedback – Well tested • Coordinated administrative paperwork – Equalize size of sections: coordinated add/drop – Coordinate completion of incompletes Statistics Minimize Time for Grad Instructors • Common makeup exams – Reduction of instructor time – Online form • Common final exam – Reduce time during final exams – Uniform grading Statistics How do we know what to teach? • “What should I teach about _____?” • “How do I know what is going to be on the final?” Statistics Key components • Detailed learning objectives – Over 100 task level items – Spell out exact content for instructors and students. • Faculty to faculty communication Statistics Key components • Coordinated office hours – 35 hours per week: maximum service for students – Each instructor and grader does only 3 hours • Detailed Study guides for students – Based on learning objectives – Readings, activities, practice problems Statistics Training Program • Initial workshop – – – – – – Two days prior to the beginning of the semester Intensive training Presentation skills Course/classroom technology Overview of the course content Administrative issues (FERPA, ADA, etc) Statistics Ongoing training • Weekly meetings – Administrative issues (upcoming events, clarification of policies, etc). – Just-in-time discussion of upcoming topics – Content, activities, data sets • Observation – Videotaped observation – Self reflection Statistics Results • Overall improvement in evaluations – Still varies based on instructor talent • Defendable grade distributions – Fair! • Self reported time on task – Comparable but still varied based on instructor Statistics Advice • Address the big problems • Take small steps • Communicate – with the team – with the students Statistics Statistics Learning Objectives • Given a study, identify population, sample, parameter, sampling frame and statistic. • Given a study, recognize typical forms of biases such as potential undercoverage, nonresponse, and response bias. • Given side-by-side boxplots, contrast key features of the groups represented by the boxplots. • Given a study, interpret the results of a test of significance in context. Statistics