Consider this finding: based on New York's assessment methods, there is hardly any correlation between a teacher's success in teaching a subject at one grade level and his or her success at teaching that same subject in the next grade level. So a teacher who is supposedly successful teaching sixth-grade math could easily be one of the supposedly worst at teaching seventh-grade math. Does that seem particularly plausible? It might happen for some teachers, but Rubinstein finds almost no correlation for all teachers taken as a group.
Moreover, Rubinstein finds relatively little correlation between how successful a teacher is one year and how successful he or she is the next year. With such variation, this testing regime might have a few methodological problems.
Related Posts :
0 comments:
Post a Comment