Jõgi Anna-Liisa, Kikas Eve
Tallinn University, Estonia.
Br J Educ Psychol. 2016 Jun;86(2):165-81. doi: 10.1111/bjep.12096. Epub 2015 Oct 24.
Primary school math skills form a basis for academic success down the road. Different math skills have different antecedents and there is a reason to believe that more complex math tasks require better self-regulation.
The study aimed to investigate longitudinal interrelations of calculation and problem-solving skills, and task-persistent behaviour in Grade 1 and Grade 3, and the effect of non-verbal intelligence, linguistic abilities, and executive functioning on math skills and task persistence.
Participants were 864 students (52.3% boys) from 33 different schools in Estonia.
Students were tested twice - at the end of Grade1 and at the end of Grade 3. Calculation and problem-solving skills, and teacher-rated task-persistent behaviour were measured at both time points. Non-verbal intelligence, linguistic abilities, and executive functioning were measured in Grade 1.
Cross-lagged structural equation modelling indicated that calculation skills depend on previous math skills and linguistic abilities, while problem-solving skills require also non-verbal intelligence, executive functioning, and task persistence. Task-persistent behaviour in Grade 3 was predicted by previous problem-solving skills, linguistic abilities, and executive functioning. Gender and mother's educational level were added as covariates.
The findings indicate that math skills and self-regulation are strongly related in primary grades and that solving complex tasks requires executive functioning and task persistence from children. Findings support the idea that instructional practices might benefit from supporting self-regulation in order to gain domain-specific, complex skill achievement.
小学数学技能是未来学业成功的基础。不同的数学技能有不同的前身,有理由相信更复杂的数学任务需要更好的自我调节能力。
本研究旨在调查一年级和三年级计算与解决问题技能、任务坚持行为之间的纵向相互关系,以及非言语智力、语言能力和执行功能对数学技能和任务坚持性的影响。
参与者是来自爱沙尼亚33所不同学校的864名学生(52.3%为男生)。
学生在一年级末和三年级末接受两次测试。在两个时间点测量计算与解决问题技能以及教师评定的任务坚持行为。在一年级测量非言语智力、语言能力和执行功能。
交叉滞后结构方程模型表明,计算技能取决于先前的数学技能和语言能力,而解决问题的技能还需要非言语智力、执行功能和任务坚持性。三年级的任务坚持行为可由先前的解决问题技能、语言能力和执行功能预测。将性别和母亲的教育水平作为协变量纳入。
研究结果表明,小学阶段数学技能与自我调节密切相关,解决复杂任务需要儿童具备执行功能和任务坚持性。研究结果支持这样一种观点,即教学实践可能会受益于对自我调节的支持,以实现特定领域复杂技能的成就。