Goal/materials: recover ordered pairs and calculate horizontal/vertical change; grid, Card 1, two markers. This is a readiness check, not a speed test.
- Notice, 3: Mark A(-4,1) and B(2,4). Ask “Which coordinate tells us across?” Key: x. If x/y are swapped, trace axes labels before proceeding.
- Model, 5: Say “From A to B I move 6 right: 2−(-4)=6. I move 3 up: 4−1=3. These are changes, not the endpoint coordinates.” Mark a right-angle path on the grid.
- Together, 8: Plot Card 2 (1,4)→(5,0); calculate Δx=+4 and Δy=-4. Repeat with points reversed, getting Δx=-4 and Δy=+4. Discuss that a direction change reverses both signs.
- Try, 6: New fictional game route (-3,-2)→(2,1). Learner plots and states Δx, Δy in speech, text, tactile steps or AAC. Key: +5,+3. Teacher records coordinate/negative-number prerequisite separately.
- Check, 3: “From (4,-1) to (1,3), what changed?” Key: x=-3, y=+4. If learner subtracts in mixed order, write end minus start in two columns, then fresh recheck.