This study examined the development of indirect addition as an alternative for solving multidigit subtractions, by means of two learning environments in traditionally schooled third-graders in Flanders (Belgium). Thirty-five third-graders, who did not demonstrate mastery of indirect addition, participated in an Explicit (n = 20) or Implicit (n = 15) learning environment that aimed to encourage the development of indirect addition. Over a period of six weeks, children participated in nine individual sessions: four practice sessions, three test sessions, one transfer session, and one retention session. The results revealed that throughout the study indirect addition was rarely used, even by the children in the explicit learning environment. H...
Subtractions of the type M−S=? can be solved by various strategies, including subtraction by additio...
In the last decades, variety and flexibility in children’s strategy use has become a major aim in ma...
In the last decades, strategy variability and flexibility have become major aims in mathematics educ...
This study examined the development of indirect addition as an alternative for solving multidigit su...
In this study, we examined special education students’ use of indirect addition (subtraction by addi...
In this talk Professor Verschaffel reported on and reflected upon an important line of research in t...
This study focused on children’s use of the direct subtraction (DS) and indirect addition (IA) strat...
BACKGROUND Subtraction problems of the type a 2 b ¼ ? can be flexibly solved by various strategies, ...
This study examined adults' use of indirect addition and direct subtraction strategies on multi-digi...
Symbolic subtraction problems of the type a – b = ? can be flexibly or adaptively solved by various ...
During the past two decades we investigated elementary school children’s use of a highly valued stra...
We investigated 4th- and 6th-graders’ use of direct subtraction (DS) versus subtraction by addition ...
This study investigates the development of proportional and additive methods along primary and secon...
This study investigated the fluency with which first-graders with strong, moderate, or weak mathemat...
In his keynote address to the National Council of Teachers of Mathematics research pre-session, Sloa...
Subtractions of the type M−S=? can be solved by various strategies, including subtraction by additio...
In the last decades, variety and flexibility in children’s strategy use has become a major aim in ma...
In the last decades, strategy variability and flexibility have become major aims in mathematics educ...
This study examined the development of indirect addition as an alternative for solving multidigit su...
In this study, we examined special education students’ use of indirect addition (subtraction by addi...
In this talk Professor Verschaffel reported on and reflected upon an important line of research in t...
This study focused on children’s use of the direct subtraction (DS) and indirect addition (IA) strat...
BACKGROUND Subtraction problems of the type a 2 b ¼ ? can be flexibly solved by various strategies, ...
This study examined adults' use of indirect addition and direct subtraction strategies on multi-digi...
Symbolic subtraction problems of the type a – b = ? can be flexibly or adaptively solved by various ...
During the past two decades we investigated elementary school children’s use of a highly valued stra...
We investigated 4th- and 6th-graders’ use of direct subtraction (DS) versus subtraction by addition ...
This study investigates the development of proportional and additive methods along primary and secon...
This study investigated the fluency with which first-graders with strong, moderate, or weak mathemat...
In his keynote address to the National Council of Teachers of Mathematics research pre-session, Sloa...
Subtractions of the type M−S=? can be solved by various strategies, including subtraction by additio...
In the last decades, variety and flexibility in children’s strategy use has become a major aim in ma...
In the last decades, strategy variability and flexibility have become major aims in mathematics educ...