Kami enables teachers to engage with students in more meaningful ways through its Screencastify tool. This feature allows teachers to observe students' problem-solving processes step-by-step, gaining insight into their thinking and approach. Additionally, students can articulate their problem-solving strategies using audio or video commentary, providing deeper insights into their understanding. This interactive exchange fosters a collaborative learning environment where teachers can provide targeted feedback and support, ultimately enhancing student comprehension and mastery of mathematical concepts.
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Why It Works
Why It Works
When students engage in Kami lessons featuring screencast recordings, they are prompted to verbalize the information, a practice deeply rooted in metacognition. In the realm of mathematics, verbalizing actions while solving problems has been shown to trigger profound cognitive processes. By articulating their thoughts aloud, students activate regions of the brain associated with long-term memory storage.
This strategy goes beyond mere comprehension; it fosters a deeper understanding and retention of concepts. Through Kami's screencast lessons, students aren't just learning—they're actively encoding information into their long-term memory banks, paving the way for lasting academic success.
The Science Behind the Strategy
The Science Behind the Strategy
Metacognition and Self-Explanation: According to research by Hiebert & Grouws (2007), verbalizing mathematical thinking helps students develop metacognitive skills by making their thought processes explicit. Self-explanation, or talking through one's reasoning, enhances understanding by forcing students to clarify their thought processes and identify any misconceptions or gaps in understanding.
Cognitive Load Theory: Sweller (1988) and his colleagues in cognitive load theory have found that verbalizing problem-solving steps can offload cognitive burden, making it easier for students to manage complex tasks. By verbalizing their thinking, students can externalize part of the problem-solving process, freeing up mental resources for deeper understanding and learning.
Peer Learning and Collaboration: In a study by Webb & Palincsar (1996), peer collaboration involving verbalization of problem-solving strategies led to greater understanding and retention of mathematical concepts. When students articulate their thinking to peers, they not only solidify their own understanding but also benefit from exposure to alternative strategies and perspectives.
Hiebert, J., & Grouws, D. A. (2007). The Effects of Classroom Mathematics Teaching on Students' Learning. In F. K. Lester Jr. (Ed.),
Second Handbook of Research on Mathematics Teaching and Learning (pp. 371-404). Information Age Publishing.
Sweller, J. (1988). Cognitive Load During Problem Solving: Effects on Learning. Cognitive Science, 12(2), 257-285.
Webb, N. M., & Palincsar, A. S. (1996). Group Processes in the Classroom. In D. C. Berliner & R. C. Calfee (Eds.), Handbook of
Educational Psychology (pp. 841-873). Prentice Hall.
Book a Model Lesson
Book a Model Lesson
Some lessons are best grasped in the real-world context, where theory meets practical application. To ensure you unlock the full potential of this course, we've designed a Model Lesson – a hands-on, demonstration that brings the concepts to life.
Some lessons are best grasped in the real-world context, where theory meets practical application. To ensure you unlock the full potential of this course, we've designed a Model Lesson – a hands-on, demonstration that brings the concepts to life.
Schedule a Model Lesson now by using the provided link.
Schedule a Model Lesson now by using the provided link.
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