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I'm Annemarie Sullivan Palincsar, and I am on the faculty at the University of Michigan.

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A higher-order question is usually contrasted with questions that require children

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to simply recall or practice information.

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So, higher-order question would engage children in using the information that they know to come

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to some deeper understanding or, perhaps, to solve a novel problem.

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Engaging children in explanations

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for a phenomenon would be one example of a higher-order question.

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So to illustrate, in the life sciences, a teacher might ask a group of students

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to simply name the parts of a plant.

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But they could also ask the students to explain how the parts of a plant-and

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to perhaps compare the parts of a rose plant and the parts of a cactus plant-how is it

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that these parts tell us something about how a plant survives and reproduces in its environment.

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An example in history would be-a factual recall question might be

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if the teacher says to the group.

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"So, when did the American Revolution start, and what caused the American Revolution?"

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In contrast, a more high-order question-one that would require youngster to engage

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in explanation-would be to ask the students to compare and contrast the American

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and British views of the start of the American Revolution.

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And to speak to the evidence that each perspective has in support of its particular explanation.

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Some of the most compelling research on the value

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of eliciting explanations has been done by Micki Chi and her colleagues.

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For example, they studied students who read texts about the circulatory system.

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And then one group of students were asked to self explain-not even to explain to others

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but just to explain to themselves how the circulatory system works in the human being.

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And when they studied those youngsters-or those students actually,

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they were older students-they learned much more about the circulatory system than students

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who didn't engage in that kind of self-explanation.

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And what the difference seems to be is in the process of doing that self-explanation,

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learners identified where there were gaps in their understanding.

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And so they went back to the sources to try to flush out those gaps.

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And that would be an opportunity that students

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who did not engage in self-explanation didn't have.

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So both the learner himself or herself get some idea about these gaps.

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The teacher of course also has an important window into what the gaps

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in students' understandings might be.

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And I think another reason why self-explanation, or explanation in general,

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works effectively is that students have an opportunity to compare their thinking

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with the thinking of others who are in their class.

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One example of a participation structure that we have used in our own work,

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we took from the work of Itakura,

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and this participation structure involves grouping students according to the explanation

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that they are most interested in advancing.

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So, in our work students are studying the relationship between mass and momentum,

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and children would be grouped according to the explanation they want to advance.

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A group of youngsters might be together because they think that the mass

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of an object isn't going to make a difference in terms of the rate

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at which the object travels down an inclined plane.

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Whereas, a second group of students are grouped because they think

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that the mass does indeed make a difference.

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Now what we found in our work is that by grouping children according to the explanation

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that they want to advance, first of all, they are very earnest about gathering their data

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in a way that's going to be clear and compelling.

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They are also working to find counter evidence for the claim that they are aware,

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the other group is going to be making.

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So it's a very effective way to have students really wrestling with the ideas,

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anticipating what others are going to find to be perhaps a fault with their data,

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or with the claim that they are trying to advance.

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Teachers might want to keep in mind three different aspects of how it is

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that they can promote students engaging in higher-order thinking, particularly in explanation.

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One is the teacher's own knowledge-the degree of their knowledge,

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the comfort of their knowledge-with the topic that they are teaching.

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Not just the topic but also the domain that they are teaching.

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So for example, our teachers found it very liberating to start thinking

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about I am not just teaching students about matter and molecules or energy;

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I am teaching students how it is that scientists have engaged in their work,

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how is it that scientists have come to understand how it is that the world works,

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and to hold students accountable to engaging in those same processes of making claims

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about the world, looking at the relationship between those claims

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and the evidence for a particular phenomenon.

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So that supports teachers to both expect students to engage in explanation

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and give students the tools to work toward explanation.

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A second is the teacher being aware of the kinds of conceptions

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that students are likely to find thorny or challenging.

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By doing that, the teacher anticipates where students are going to be needing more support.

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The teacher can also design problem spaces or investigations that are going

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to be particularly powerful relative to supporting students to come to deeper

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or more accurate or more complete explanations.

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The third, of course, is the teacher bringing a genuine curiosity about students' thinking,

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a genuine interest in how children have come to the ideas that they have,

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a genuine interest in promoting students using that knowledge

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in more productive and generative ways.

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So I think that armed with those three dimensions, the teacher will be more facile,

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more adept at establishing a really productive community in which the culture is to work

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for explanation, to advance explanation, to test explanation,

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and deepen and revise and refine explanation.

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