Study guide: Sequences and inclusive choices
Revise paper movement plans for order, spacing and equal participation.
Ideas to explain in your own words
- A three-action sequence has a beginning, middle and end. The cards might show point, wave and rest. An accurate plan keeps the specified order even when different learners draw or describe the actions differently.
- A route can be safe at its start and blocked farther along. A paper spacing check traces the full route and the space needed for its planned action. People should not have to accept collisions to participate.
- Inclusion means people can take a meaningful part without an unnecessary barrier. The learning goal might be choosing an order, aiming at a paper target or explaining a route. A different method can preserve that goal.
- A criterion is a feature used to judge a model. In this task it can be action order, clear path or inclusive cues. Feedback is useful when it names the exact feature and a repair. A general insult provides no evidence.
Useful vocabulary
- Whole group
- Repeating means copying every card in the group.
- Reverse
- Reverse changes order; it does not remove a card.
- Full route
- Check every segment, not only the first obstacle.
- Width
- A thin arrow does not prove every action will fit.
- Goal
- Preserve what the task actually teaches while removing a barrier.
- Preference
- Ask about individual access; labels do not specify every need.
- Separate checks
- One met criterion does not prove every criterion is met.
- Specific repair
- Name the exact feature and change; do not insult a person.
Watch your reasoning
- Reverse changes order; it does not remove a card.
- A thin arrow does not prove every action will fit.
- Ask about individual access; labels do not specify every need.
A worked review example
The fictional plan has correct point-wave-rest order and a STOP word, but its path crosses a chair. The feedback can say, “Order and stop match the plan; redraw the arrow around the chair.” This separates the successful features from the remaining path issue. It does not claim that the whole plan is safe because the order is correct.
Make a practice plan
- Draw or tell how to use each of the four ideas with the pretend examples.
- Complete the practice questions before checking each explanation.
- Use the review to find a step to practice again, then return to that lesson.
- Try the new paper task. Compare your answer and the rules you followed with the example answer.