Teaching · Special Education
Enter the axis ranges and grid spacing, then each point in order and whether the points are joined, form a closed shape or lie on a line. The page names each point’s quadrant, works out slopes, lengths, a line’s equation or a shape’s area, and writes a short text alternative and a long description.
Included with Caveat Classroom and Whole-school licenses. Or get it in the Special Education toolkit, $99 for 143 items.
The worked example is made up: rectangle ABCD with an area of 24 square units, three points on the line y = 2x + 1, and a set of map points where G lies outside the axes shown.
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Teaching · Special Education$12 · included with Classroom and Whole-school licenses
Each point’s quadrant: I where x and y are both positive, then II, III and IV counterclockwise, with points on an axis or at the origin named as such. Slope as rise over run, reduced to a fraction. Segment length by the distance formula. A line’s equation in slope-intercept form, y = mx + b. A closed shape’s area by the shoelace formula, which works for any simple polygon with vertices in order.
These figures help you check the graph and write a teacher copy. When the task asks the student to find the slope, the equation or the area, leave that sentence out of the student’s description, just as the printed graph leaves it out.
The worked example is made up. Slopes, equations and areas are computed from the points you enter; read the description over against the printed graph before use. Nothing you type is sent to Caveat. Support: team@caveatacademic.com.