二语习得定量研究文献阅读20240925

文摘   2024-09-25 09:45   中国澳门  

文章名称:Advancing Achievement Goal Theory: Using Goal Structures and Goal Orientations to Predict Students' Motivation, Cognition, and Achievement

文献引用:Wolters, Christopher A. (2004). Advancing Achievement Goal Theory: Using Goal Structures and Goal Orientations to Predict Students' Motivation, Cognition, and Achievement. Journal of Educational Psychology, Vol 96(2), 236-250. doi: https://dx.doi.org/10.1037/0022-0663.96.2.236

量表名称:Cognitive and Metacognitive Strategy Use Questionnaire

计分方式:The Cognitive and Metacognitive Strategy Use Questionnaire consists of 17 items.

使用许可:Test content may be reproduced and used for non-commercial research and educational purposes without seeking written permission. Distribution must be controlled, meaning only to the participants engaged in the research or enrolled in the educational activity. Any other type of reproduction or distribution of test content is not authorized without written permission from the author and publisher. Always include a credit line that contains the source citation and copyright owner when writing about or using any test.

量表维度:

Cognitive Strategies

When I study for math, I read my notes, my homework, and the textbook over and over.

To learn the material for my math class, I rehearse the important material until I know it.

I spend my time memorizing key equations or facts when I study for math.

When I study for math I practice saying the material over and over to myself.

When doing work for math, I try to relate what I’m learning to what I already know.

When I study for math, I try to connect what I am learning with my own experiences.

I try to make all the different ideas fit together and make sense when I study for math.

I make up my own examples to help me understand the important concepts from math.

Metacognitive Strategies

Before starting a math assignment, I try to figure out the best way to do it.

Before I begin to study for math, I think about what I want to get done.

In math, I start my assignments without really planning out what I want to get done. (R)

For math assignments, I double check my work to make sure I am doing it right.

When I’m working on my math I stop once in a while and go over what I have been doing.

In math, I keep track of how much I understand the work, not just if I am getting the right answers.

I try to change the way I study for math to fit the type of material I am trying to learn.

I try to adapt how I do my math assignments to fit with what the teacher wants or expects.

If what I am working on for math is difficult to understand, I change the way I learn the material.


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