
On the NJ school performance reports, one of the indicators of college and
career readiness is the number of 7th and 8th grade students who are enrolled
in algebra. This seems to contradict the idea of mastery of math standards that
underlies the Common Core State Standards. In the CCSS, the standards are set
as a progression that leads to algebra. In essence, students should master the
standards for 7th grade before they move on to the 8th grade standards.
If students haven't mastered the 7th grade standards, teachers would continue
to address those within the context of the 8th grade standards.
If students are taking algebra in 7th or 8th grade,
how are districts addressing the 7th and 8th grade standards? Based on the idea of mastery and a
progression of standards rather than a spiral that repeats each year, students
need to be taught the 7th and 8th grade standards before moving into
algebra. One way to address this would be to compact the curriculum in the
6th and 7th grades to cover all of the 6th - 8th grade math standards. By
doing this, students would have the background knowledge and skills to successfully
complete algebra in 8th grade.
What are you doing in your district or school to prepare
students for algebra?