| Literature DB >> 31824362 |
Annemieke E Smale-Jacobse1, Anna Meijer1, Michelle Helms-Lorenz1, Ridwan Maulana1.
Abstract
Differentiated instruction is a pedagogical-didactical approach that provides teachers with a starting point for meeting students' diverse learning needs. Although differentiated instruction has gained a lot of attention in practice and research, not much is known about the status of the empirical evidence and its benefits for enhancing student achievement in secondary education. The current review sets out to provide an overview of the theoretical conceptualizations of differentiated instruction as well as prior findings on its effectiveness. Then, by means of a systematic review of the literature from 2006 to 2016, empirical evidence on the effects of within-class differentiated instruction for secondary school students' academic achievement is evaluated and summarized. After a rigorous search and selection process, only 14 papers about 12 unique empirical studies on the topic were selected for review. A narrative description of the selected papers shows that differentiated instruction has been operationalized in many different ways. The selection includes studies on generic teacher trainings for differentiated instruction, ability grouping and tiering, individualization, mastery learning, heterogeneous grouping, and remediation in flipped classroom lessons. The majority of the studies show small to moderate positive effects of differentiated instruction on student achievement. Summarized effect sizes across studies range from d = +0.741 to +0.509 (omitting an outlier). These empirical findings give some indication of the possible benefits of differentiated instruction. However, they also point out that there are still severe knowledge gaps. More research is needed before drawing convincing conclusions regarding the effectiveness and value of different approaches to differentiated instruction for secondary school classes.Entities:
Keywords: ability grouping; adaptive teaching; differentiated instruction; differentiation; effectiveness; review; secondary education; student performance
Year: 2019 PMID: 31824362 PMCID: PMC6883934 DOI: 10.3389/fpsyg.2019.02366
Source DB: PubMed Journal: Front Psychol ISSN: 1664-1078
Theoretical model of within-class differentiation.
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Summary of contents of the selected papers and the effects of the individual studies on student achievement.
| Altintas and Özdemir ( | Turkey | Grade 6: 32 students contr., 28 students | Adaptations were made in | A | Math | The researchers developed different project topics suitable to students' skills and interests. Teachers | Not clearly reported. Probably 42 weeks: six math topics, 7 weeks per topic. | Quasi-experi-mental, pretest posttest. | National educational curriculum activities from the Purdue Model. | Mathematics achievement test | Gifted classes and non-gifted classes were included. | |
| Bal ( | Turkey | Grade 6: 24 students contr., 33 students | Differentiation of | A | Math | An algebra pre-test was used to | The researcher prepared lesson plans, activities, worksheets, and all materials and observed most tiered lessons. The lessons for both the experiment and control groups were conducted by a mathematics postgraduate student teacher | 4 weeks (16 lesson hours) | Quasi-experi-mental, pretest posttest, follow-up | Business as | Algebra test | Lessons taught by a student teacher |
| Bhagat et al. ( | Taiwan | 41 students contr. (low 8, average 19, | Since remediation followed the instructional video's it seems that there was differentiation of | Students in the | Math (trigonometry) | Not reported | Not reported | 6 weeks | Quasi-experimental, pretest posttest | Business as usual; 30–40 min lecture and discussion, remaining time | Mathematics achievement test (multiple choice, researcher -made) | More males than females in the classes |
| Bikić et al. ( | Bosnia and Herzegovina | Third grade of high school: 77 students contr. (32 low, 31 average, 14 high), 88 students exp.(mean age 17) | The | Math | Teachers received “clear instructions and obtained activity contents.” | 16 lessons | Quasi-experi-mental, pretest posttest. | Business as usual. | Mathematics achievement test | The sample consists of students with technical orientation. | ||
| Huber et al. ( | USA | Grade 6–8: 192 students contr., 978 students exp.(age 11–15; 92% 11–13) | Not clearly reported what teachers adapted during the intervention lessons, but in the training teachers were presented with different ways to adapt | Not clearly reported. Teachers | Alcohol, tobacco and other drug (ATOD) prevention | Students determined their preferred | In 24 classes, a PALS project staff member teaches the lessons, in the other 16 classes, the teacher teaches the lessons and receives support in five short booster sessions. The four teachers who taught the 16 classes themselves participated in a day-long training session about modifying the ways that information is presented and how instruction is given. | 5 topic areas presented in 10 lessons | Quasi-experi-mental, pretest posttest | Business as usual: the schools' traditional prevention program. | Alcohol, tobacco and other drug survey | Sample largely Caucasian: 65%, 17% African American, 12% multi-racial, or other. |
| Little et al. ( | USA | Grade 6–8: 832/830 students contr., 1179/1198 students exp. (depending on the test used). | The | Reading | Treatment group teachers participated in a day-long session providing an overview, modeling, and practice with the SEM-R. Additional professional development included a follow-up group session as well as ongoing classroom support from members of the project staff (approximately once every 2–3 weeks). | 7 months; 40–45 min per day or 3 h per week. | Quasi-experi-mental multi-site cluster randomized design, pretest posttest. | Business as usual: regular reading instruction, | Reading comprehension test | Sample with high percentages of students from low-income backgrounds. Approx. 60% of students or fewer achieved passing levels on state reading tests. | ||
| Mastropieri et al. ( | USA | Grade 8: in | The | A combination of | Science | The researchers developed three levels of materials for each area. | 12 weeks including pretesting, teacher and student training,post testing, and surveys. | Quasi-experi-mental randomized field trial. | Business as usual: traditional instruction consisted of teacher lecture, class notes, laboratory-like class activities, and supplementary textbook materials. | Science achievement | The 13 inclusive classes were taught by 4 general education teachers and 4 special education teachers. All teachers were female with a mean of 2.9 years in their current position and a mean total number of 4.9 years of teaching. | |
| Mitee and Obaitan ( | Nigeria | Senior secondary school (grade/age not reported): 194 students contr., 207 students exp. | No information about the specifics of the intervention is provided in the methods section. The authors do state the following in the introduction: “The students that did not gain mastery are given | Group-based | Science (chemistry) | Not clearly reported. But based on the introduction we deduce that formative tests were used, implying selection based on | Not reported | 2 weeks | Quasi-experimental, pretest posttest. | Business as usual. | Chemistry achievement test (not reported who developed the test) | Not reported. |
| Richards and Omdal ( | USA | High school freshman: 143 students contr. (low 22, mid 95, high 31), 150 students exp. (low 31, mid 91, high 28) | The curriculum | Science (astronomy/ Newtonian physics) | Teachers received professional development in tiered instruction 4 months before the intervention. Then, workshops were conducted for the experimental teachers to discuss the elements and methods of differentiated instruction. The researcher met with teachers twice-weekly and with individual teachers as needed for information and support. One of the researchers produced the instructional materials for the study. | 4 weeks of instruction | Quasi-experimental, pretest posttest. | All learners in the control classrooms used the activities and labs designed | Science achievement test | The student population was highly mobile and students entering high school had varying skill levels and past learning experiences. | ||
| Smit and Humpert ( | Switzerland | Academic outcomes were reportedfrom 351 secondary school students; 162 teachers (133 from secondary schools) participated in the study | Most teachers reported to adapt the | Different approaches such as: | Student outcomes in language and math | Not reported | N/A | N/A | Survey-design | N/A | Electronic achievement test German | School in the sample were small. The number of students in the secondary schools ranged from 14 to 132 with a mean of 60 students. The teachers' mean duration of service was 17.3 years (SD = 11.5, with a range of 1–43 years) |
| Vogt and Rogalla ( | Switzerland | Primary and secondary school combined: 299 students contr., 591 students exp. | Within the concept of adaptive teaching competency, it is assumed that | Not specified ( | Science (biology) | A 2-day seminar on “Adaptive Teaching Competency” and nine 3-h sessions of content-focused coaching whereby a coach visits the teachers in their classroom. | 8 lessons | Quasi-experimental, pretest posttest | Not reported | Scientific literacy test (researcher-made) | Teachers volunteered to participate. Years of teaching experience ranged from 2 to 35 years, with an average of 15 years. | |
| Wambugu and Changeiywo ( | Kenya | Form 2 | No information about the specifics of the intervention is provided in the methods section. In the introduction the authors do note the important role of | Science (physics) | A manual was constructed for the teachers in the mastery learning condition. These teachers were trained by the researcher on how to use the manual. They practiced with the mastery learning approach for 1 week before the start of the intervention. | 3 weeks | Quasi-experimental, pretest posttest | Business as | Science test | Not reported. |
significant at the 0.05 level,
significant at the 0.01 level.
In these two papers, identical main results are presented, therefore we treat the papers as one study in the table. We have used the results of the non-gifted sample only, since the gifted students were in separate classes which does not fit our selection criteria. Note that the it seems that the pretest-scores of the grade 7 students were non-normally distributed (since the authors use a non-parametric test) and also the pre-test scores are not provided. The combined effect of these two subgroups was calculated in CMA (using study as the unit of analysis).
For our analyses, we used information from the ANCOVA in Table 4 of the paper of Bal (.
For our analyses, we used means of the subgroups in the classes from Table 3 from the paper of Bhagat et al. (.
For our analyses, we used the overall means and standard deviations of control and experimental group from Table 1 from the paper of Bikić et al. (.
This paper reports on two studies: a quasi-experimental study with a control group and a within-group repeated measures study. We will use the results (means) of the quasi-experimental study because of the more rigorous design.
Since the authors note that the implementation and the treatment effects were found to differ between schools “it is inappropriate to infer an overall treatment effect from these results” (p. 394), we have included the separate schools as rows in our analysis (thus using schools as the unit of analysis). Within schools, we used the effects reported for each outcome per school reported in Table 5 of the Little et al. (.
For both outcomes, we used the adjusted means from Table 2 in the paper of Mastropieri et al. (.
Calculated in CMA using pretest and posttest means.
For the analyses, we used the overall means reported in Tables 7 and 8 of the Richards and Omdal (.
We used numbers from re-analyses containing only the secondary school students shared with us by the first author. We used the t-value (division of the estimate by its standard error) to calculate the effect sizes in CMA. The combined effect was calculated in CMA using the mean of both outcomes.
For our analyses, we used the overall means for the combined sample of primary and secondary students to calculate an effect size in CMA. The data reports on the same study as the Bruhwiler and Blatchford (.
We calculated Cohen's d using the F-value from the ANOVA in Table 2 of the Wambugu and Changeiywo (.