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Rebecca Huggins's avatar

Love these reflections!

I have also seen and heard: “Oh, I already do that,” but the instructional practices in the classroom don’t always match the belief.

Take for instance Building Thinking Classrooms. There are some elements within the framework that one could argue are explicit instruction. Like, his emphasis on “thin slicing” (I.e., comparable to chunking steps), “hints”provided as students need them (scaffolding and prompting), teacher circulating to observe student work at boards (monitoring understanding), lesson consolidation (bringing lesson back to the important mathematical principle), formative assessment (using evidence to determine what needs reteaching) and practice through increasingly complex problems (some could argue gradual release).

The central difference is the order in which instruction and problem-solving occur. It also expressly goes against using worked examples at the start of a lesson, and outright refutes teacher-led consolidation, rather arguing that students should instead explain each others’ thinking at the close of a lesson.

So while BTC is explicit about classroom routines, task sequencing and facilitation, it is not generally explicit about initial knowledge acquisition. However, teachers and instructional coaches will challenge my take. They argue that what they are doing is very much explicit teaching. Furthermore, as I observe classrooms where BTC has taken complete hold, I rarely see it done well. It is highly complex, requires the teacher to have a level of content knowledge that, these days in education, is often hard to find, and takes months to get students to attend to the routines.

This is another layer of the research challenging the belief which I have encountered as I attempt to support teachers on improving their practice.

Kyle Palmer's avatar

This is really helpful. Thank you.

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