The Institute of Education Sciences (IES) in the US has released a new research report on Saxon Math, and findings show mixed results for the programme.
Saxon Math is a curriculum for pupils in grades K-12 (Years 1-13). It uses an incremental structure that distributes content throughout the year. For the IES report, researchers reviewed studies of Saxon Math’s primary courses, which include kindergarten (Year 1) through pre-algebra. Out of 26 studies eligible for review, five studies fell within the scope of the What Work Clearinghouse’s (WWC) primary maths topic area and met WWC design standards. These five studies included 8,855 pupils in grades 1–3 and 6–8 in 149 schools across at least 18 states.
According to the report, the estimated impact of the intervention on outcomes in the mathematics achievement domain was positive and substantively important in two studies and indeterminate in three studies. The authors conclude that Saxon Math has mixed effects on maths test scores of pupils in primary classes.
Source: Saxon Math (May 2017), US Department of Education, Institute of Education Sciences, What Works Clearinghouse
Researchers Saiying Steenbergen-Hu and colleagues recently analysed the results of almost 100 years of research on the effects of ability grouping (which places pupils of similar skills and abilities in the same classes) and acceleration (where pupils are given material and assignments that are usually reserved for older year groups) on pupils’ academic achievement. After screening thousands of studies, their secondary meta-analysis, recently published in Review of Educational Research, synthesised the results of thirteen earlier meta-analyses on ability grouping and six on acceleration that met inclusion criteria for the final review.
They divided ability grouping into four types: (1) between-class ability grouping, where pupils in the same year are divided into low-, medium-, or high-level classes; (2) within-class ability grouping, where pupils within a classroom are taught in groups based on their levels; (3) cross-year subject grouping, where pupils in different year groups are combined into the same class depending on their prior achievement; and (4) grouping for pupils considered gifted.
Results showed academic benefits of within-class grouping, cross-year grouping by subject, and grouping for the gifted, but no benefit of between-class grouping. Results were consistent regardless of whether pupils were high-, medium-, or low-achievers. Analyses of acceleration groups for pupils labelled as gifted showed that these pupils performed the same as older non-gifted pupils, and that being in accelerated classes had positive effects on these pupils’ grades.
Source: What one hundred years of research says about the effects of ability grouping and acceleration on K–12 students’ academic achievement: Findings of two second-order meta-analyses (December 2016), Review of Educational Research, Vol. 86, No. 4
A new report from the RAND Corporation in the US describes recent RAND work related to K–12 education (primary to sixth form), including teacher pay for performance, measuring teacher effectiveness, school leadership, school systems and reform, and out-of-school time. Headlines include:
- No evidence that incentive pay for teacher teams improves pupil outcomes
- Incorporating pupil performance measures into teacher evaluation systems (Recommendations include: (1) promote consistency in the pupil performance measures that teachers are allowed to choose, and (2) use multiple years of pupil achievement data in value-added estimation, and, where possible, use average teachers’ value-added estimates across multiple years.)
- First-year principals in urban school districts: how actions and working conditions relate to outcomes (A key finding of this study was that teacher capacity and cohesiveness were the school and district conditions most strongly related to pupil outcomes.)
When viewing the report online, each headline links to the corresponding RAND report on the topic.
Source: Focus on K-12 education (2012), RAND