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Rational Number Interventions for Students With Mathematics Difficulties: A Meta-Analysis
被引:15
作者:
Rojo, Megan
[1
]
King, Sarah
[1
]
Gersib, Jenna
[1
]
Bryant, Diane P.
[1
]
机构:
[1] Univ Texas Austin, Austin, TX 78712 USA
关键词:
exceptionalities;
instruction;
learning disabilities;
mathematics;
meta-analysis;
research methodology;
HIGH-SCHOOL-STUDENTS;
ROBUST VARIANCE-ESTIMATION;
MODEL DRAWING STRATEGY;
LEARNING FRACTION;
UPPER ELEMENTARY;
META-REGRESSION;
ERROR PATTERNS;
WHOLE NUMBER;
RISK;
INSTRUCTION;
D O I:
10.1177/07419325221105520
中图分类号:
G76 [特殊教育];
学科分类号:
040109 ;
摘要:
Understanding rational numbers is critical for secondary mathematics achievement. However, students with mathematics difficulties (MD) struggle with rational number topics, including fractions, decimals, and percentages. The purpose of this systematic review was to describe the instructional foci of rational number interventions, determine the overall effect size, and explore potential moderators. Forty-three studies were included and 150 effect sizes were meta-analyzed using robust variance estimation. The majority of studies focused on teaching fraction magnitude and arithmetic. An overall effect size of g = 1.02 [0.80, 1.25] was found for rational number interventions favoring treatment conditions over business as usual control. Proximal measures contributed to higher effect sizes than distal measures. Limitations included a high number of fraction interventions contributing to the overall effect size and a large amount of heterogeneity among study effect sizes.
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页码:225 / 238
页数:14
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