Teachers need ways to efficiently assess students’ cognitive understanding. One promising approach involves easily adapted and administered item types that yield quantitative scores that can be interpreted in terms of whether or not students likely possess key understandings. This study illustrates an approach to analyzing response process validity evidence from item types for assessing two important aspects of proportional reasoning. Data include results from an interview protocol used with 33 middle school students to compare their responses to prototypical item types to their conceptions of composed unit and multiplicative comparison. The findings provide validity evidence in support of the score interpretations for the item types but al...
This study is a part of a large study that investigated the Assessment Practices of Mathematics Teac...
Extensive evidence points to the need for mathematics instruction to tap into students’ informal und...
Puzzles testing proportional reasoning were done by twenty-five hundred students in beginning scien...
Teachers need ways to efficiently assess students’ cognitive understanding. One promising approach i...
Proportional reasoning is the ability to compare ratios or the ability to make statements of equalit...
This report considers the responses of 1205 students to two chance and data problems involving propo...
A recent international study of pre-service teachers identified that proportional reasoning was prob...
This study aimed to develop and validate a proportional reasoning test (PRT) to measure students’ pr...
Abstract: A recent international study of pre-service teachers identified that proportional reasonin...
Proportional reasoning involves the use of ratios in the comparison of quantities. While it is a key...
WOS: 000493788900001This study investigated Turkish middle school students' proportional reasoning a...
Since textbooks are common tools used by teachers to organize what they teach, including proportiona...
This presentation reports the findings of a study that shows the effectiveness of targeted intervent...
Proportional reasoning is a key aspect of numeracy that is not always developed naturally by student...
The ability to reason proportionally is a foundational concept for students to master while in middl...
This study is a part of a large study that investigated the Assessment Practices of Mathematics Teac...
Extensive evidence points to the need for mathematics instruction to tap into students’ informal und...
Puzzles testing proportional reasoning were done by twenty-five hundred students in beginning scien...
Teachers need ways to efficiently assess students’ cognitive understanding. One promising approach i...
Proportional reasoning is the ability to compare ratios or the ability to make statements of equalit...
This report considers the responses of 1205 students to two chance and data problems involving propo...
A recent international study of pre-service teachers identified that proportional reasoning was prob...
This study aimed to develop and validate a proportional reasoning test (PRT) to measure students’ pr...
Abstract: A recent international study of pre-service teachers identified that proportional reasonin...
Proportional reasoning involves the use of ratios in the comparison of quantities. While it is a key...
WOS: 000493788900001This study investigated Turkish middle school students' proportional reasoning a...
Since textbooks are common tools used by teachers to organize what they teach, including proportiona...
This presentation reports the findings of a study that shows the effectiveness of targeted intervent...
Proportional reasoning is a key aspect of numeracy that is not always developed naturally by student...
The ability to reason proportionally is a foundational concept for students to master while in middl...
This study is a part of a large study that investigated the Assessment Practices of Mathematics Teac...
Extensive evidence points to the need for mathematics instruction to tap into students’ informal und...
Puzzles testing proportional reasoning were done by twenty-five hundred students in beginning scien...