Law of Rent and Differential Rent Geometric Model
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This example visually demonstrates the Law of Rent and the theory of differential rent by combining 2D and 3D geometric representations to show wheat output and labor allocation on lands of varying quality. Core mathematical concepts include geometric transformations, vector translations, piecewise function modeling (using conditional logic), and polygonal region filling, representing marginal productivity and economic rent. Key construction techniques involve the use of GeoGebra's `If` command for conditional branching, `Vector` and `Translate` commands to geometrically shift wheat bushels and land units, `Segment` for boundaries, and `Polygon` for filling land tiers. Additionally, multiple image objects (from `pic1` to `pic13`) and text labels (like `text1`, `text4`, `text5`) are imported to illustrate wheat, horses, and workers, making the abstract economic model highly intuitive. This example is suitable for university-level courses in economics, geography, and mathematical modeling, particularly for teaching resource allocation and optimization in microeconomics.
GeoGebra Commands & Parameters
If(-0.5 ≤ x ≤ 10.5, y(A) * (1 - (x - 0.5) / 10)) → fIf(0.5 ≤ x ≤ 10.5, 5 * (1 - (x - 0.5) / 10)) → workersOnlyIf(0.5 ≤ x ≤ 10.5, 8 * (1 - (x - 0.5) / 10)) → workersWithHorsesVector((-0.5, 0.5), (-0.5, 5)) → uSegment((-1, 0), (11, 0)) → aTranslate(pic2, (0, 0)) → pic2x0y0Translate(pic3, (0, 0)) → pic3x0y0Translate(pic4, (0, 0)) → pic4x0y0Translate(pic6, (0, 0)) → pic6x0y0Translate(pic2, (0, 1)) → pic2x0y1Translate(pic3, (0, 1)) → pic3x0y1Translate(pic4, (0, 1)) → pic4x0y1Translate(pic6, (0, 1)) → pic6x0y1Translate(pic2, (0, 2)) → pic2x0y2Translate(pic3, (0, 2)) → pic3x0y2Translate(pic4, (0, 2)) → pic4x0y2Translate(pic6, (0, 2)) → pic6x0y2Translate(pic2, (0, 3)) → pic2x0y3Translate(pic3, (0, 3)) → pic3x0y3Translate(pic4, (0, 3)) → pic4x0y3Translate(pic6, (0, 3)) → pic6x0y3Translate(pic2, (0, 4)) → pic2x0y4Translate(pic3, (0, 4)) → pic3x0y4Translate(pic4, (0, 4)) → pic4x0y4Translate(pic6, (0, 4)) → pic6x0y4Translate(pic2, (0, 5)) → pic2x0y5Translate(pic3, (0, 5)) → pic3x0y5Translate(pic4, (0, 5)) → pic4x0y5Translate(pic6, (0, 5)) → pic6x0y5Translate(pic2, (0, 6)) → pic2x0y6Translate(pic3, (0, 6)) → pic3x0y6Translate(pic4, (0, 6)) → pic4x0y6Translate(pic6, (0, 6)) → pic6x0y6Translate(pic2, (0, 7)) → pic2x0y7Translate(pic3, (0, 7)) → pic3x0y7Translate(pic4, (0, 7)) → pic4x0y7Translate(pic6, (0, 7)) → pic6x0y7Translate(pic2, (0, 8)) → pic2x0y8Translate(pic3, (0, 8)) → pic3x0y8Translate(pic4, (0, 8)) → pic4x0y8Translate(pic6, (0, 8)) → pic6x0y8Translate(pic2, (0, 9)) → pic2x0y9Translate(pic3, (0, 9)) → pic3x0y9Translate(pic4, (0, 9)) → pic4x0y9Translate(pic6, (0, 9)) → pic6x0y9Translate(pic5, (0, 0)) → pic5x0Translate(pic13, (0, 0)) → pic13x0Translate(pic8, (0, 0)) → pic8x0Translate(pic9, (0, 0)) → pic9x0Translate(pic7, (0, 0)) → pic7x0Translate(pic2, (1, 0)) → pic2x1y0Translate(pic3, (1, 0)) → pic3x1y0Translate(pic4, (1, 0)) → pic4x1y0Translate(pic6, (1, 0)) → pic6x1y0Translate(pic2, (1, 1)) → pic2x1y1Translate(pic3, (1, 1)) → pic3x1y1Translate(pic4, (1, 1)) → pic4x1y1Translate(pic6, (1, 1)) → pic6x1y1Translate(pic2, (1, 2)) → pic2x1y2Translate(pic3, (1, 2)) → pic3x1y2Translate(pic4, (1, 2)) → pic4x1y2Translate(pic6, (1, 2)) → pic6x1y2Translate(pic2, (1, 3)) → pic2x1y3Translate(pic3, (1, 3)) → pic3x1y3Translate(pic4, (1, 3)) → pic4x1y3Translate(pic6, (1, 3)) → pic6x1y3Translate(pic2, (1, 4)) → pic2x1y4Translate(pic3, (1, 4)) → pic3x1y4Translate(pic4, (1, 4)) → pic4x1y4Translate(pic6, (1, 4)) → pic6x1y4Translate(pic2, (1, 5)) → pic2x1y5Translate(pic3, (1, 5)) → pic3x1y5Translate(pic4, (1, 5)) → pic4x1y5Translate(pic6, (1, 5)) → pic6x1y5Translate(pic2, (1, 6)) → pic2x1y6Translate(pic3, (1, 6)) → pic3x1y6Translate(pic4, (1, 6)) → pic4x1y6Translate(pic6, (1, 6)) → pic6x1y6Translate(pic2, (1, 7)) → pic2x1y7Translate(pic3, (1, 7)) → pic3x1y7Translate(pic4, (1, 7)) → pic4x1y7Translate(pic6, (1, 7)) → pic6x1y7Translate(pic2, (1, 8)) → pic2x1y8Translate(pic3, (1, 8)) → pic3x1y8Translate(pic4, (1, 8)) → pic4x1y8Translate(pic6, (1, 8)) → pic6x1y8Translate(pic2, (1, 9)) → pic2x1y9Translate(pic3, (1, 9)) → pic3x1y9Translate(pic4, (1, 9)) → pic4x1y9Translate(pic6, (1, 9)) → pic6x1y9Translate(pic5, (1, 0)) → pic5x1Translate(pic13, (1, 0)) → pic13x1Translate(pic8, (1, 0)) → pic8x1Translate(pic9, (1, 0)) → pic9x1Translate(pic7, (1, 0)) → pic7x1Translate(pic2, (2, 0)) → pic2x2y0Translate(pic3, (2, 0)) → pic3x2y0Translate(pic4, (2, 0)) → pic4x2y0Translate(pic6, (2, 0)) → pic6x2y0Translate(pic2, (2, 1)) → pic2x2y1Translate(pic3, (2, 1)) → pic3x2y1Translate(pic4, (2, 1)) → pic4x2y1Translate(pic6, (2, 1)) → pic6x2y1Translate(pic2, (2, 2)) → pic2x2y2Translate(pic3, (2, 2)) → pic3x2y2Translate(pic4, (2, 2)) → pic4x2y2Translate(pic6, (2, 2)) → pic6x2y2Translate(pic2, (2, 3)) → pic2x2y3Translate(pic3, (2, 3)) → pic3x2y3Translate(pic4, (2, 3)) → pic4x2y3Translate(pic6, (2, 3)) → pic6x2y3Translate(pic2, (2, 4)) → pic2x2y4Translate(pic3, (2, 4)) → pic3x2y4Translate(pic4, (2, 4)) → pic4x2y4Translate(pic6, (2, 4)) → pic6x2y4Translate(pic2, (2, 5)) → pic2x2y5Translate(pic3, (2, 5)) → pic3x2y5Translate(pic4, (2, 5)) → pic4x2y5Translate(pic6, (2, 5)) → pic6x2y5Translate(pic2, (2, 6)) → pic2x2y6Translate(pic3, (2, 6)) → pic3x2y6Translate(pic4, (2, 6)) → pic4x2y6Translate(pic6, (2, 6)) → pic6x2y6Translate(pic2, (2, 7)) → pic2x2y7Translate(pic3, (2, 7)) → pic3x2y7Translate(pic4, (2, 7)) → pic4x2y7Translate(pic6, (2, 7)) → pic6x2y7Translate(pic2, (2, 8)) → pic2x2y8Translate(pic3, (2, 8)) → pic3x2y8Translate(pic4, (2, 8)) → pic4x2y8Translate(pic6, (2, 8)) → pic6x2y8Translate(pic2, (2, 9)) → pic2x2y9Translate(pic3, (2, 9)) → pic3x2y9Translate(pic4, (2, 9)) → pic4x2y9Translate(pic6, (2, 9)) → pic6x2y9Translate(pic5, (2, 0)) → pic5x2Translate(pic13, (2, 0)) → pic13x2Translate(pic8, (2, 0)) → pic8x2Translate(pic9, (2, 0)) → pic9x2Translate(pic7, (2, 0)) → pic7x2Translate(pic2, (3, 0)) → pic2x3y0Translate(pic3, (3, 0)) → pic3x3y0Translate(pic4, (3, 0)) → pic4x3y0Translate(pic6, (3, 0)) → pic6x3y0Translate(pic2, (3, 1)) → pic2x3y1Translate(pic3, (3, 1)) → pic3x3y1Translate(pic4, (3, 1)) → pic4x3y1Translate(pic6, (3, 1)) → pic6x3y1Translate(pic2, (3, 2)) → pic2x3y2Translate(pic3, (3, 2)) → pic3x3y2Translate(pic4, (3, 2)) → pic4x3y2Translate(pic6, (3, 2)) → pic6x3y2Translate(pic2, (3, 3)) → pic2x3y3Translate(pic3, (3, 3)) → pic3x3y3Translate(pic4, (3, 3)) → pic4x3y3Translate(pic6, (3, 3)) → pic6x3y3Translate(pic2, (3, 4)) → pic2x3y4Translate(pic3, (3, 4)) → pic3x3y4Translate(pic4, (3, 4)) → pic4x3y4Translate(pic6, (3, 4)) → pic6x3y4Translate(pic2, (3, 5)) → pic2x3y5Translate(pic3, (3, 5)) → pic3x3y5Translate(pic4, (3, 5)) → pic4x3y5Translate(pic6, (3, 5)) → pic6x3y5Translate(pic2, (3, 6)) → pic2x3y6Translate(pic3, (3, 6)) → pic3x3y6Translate(pic4, (3, 6)) → pic4x3y6Translate(pic6, (3, 6)) → pic6x3y6Translate(pic2, (3, 7)) → pic2x3y7Translate(pic3, (3, 7)) → pic3x3y7Translate(pic4, (3, 7)) → pic4x3y7Translate(pic6, (3, 7)) → pic6x3y7Translate(pic2, (3, 8)) → pic2x3y8Translate(pic3, (3, 8)) → pic3x3y8Translate(pic4, (3, 8)) → pic4x3y8Translate(pic6, (3, 8)) → pic6x3y8Translate(pic2, (3, 9)) → pic2x3y9Translate(pic3, (3, 9)) → pic3x3y9Translate(pic4, (3, 9)) → pic4x3y9Translate(pic6, (3, 9)) → pic6x3y9Translate(pic5, (3, 0)) → pic5x3Translate(pic13, (3, 0)) → pic13x3Translate(pic8, (3, 0)) → pic8x3Translate(pic9, (3, 0)) → pic9x3Translate(pic7, (3, 0)) → pic7x3Translate(pic2, (4, 0)) → pic2x4y0Translate(pic3, (4, 0)) → pic3x4y0Translate(pic4, (4, 0)) → pic4x4y0Translate(pic6, (4, 0)) → pic6x4y0Translate(pic2, (4, 1)) → pic2x4y1Translate(pic3, (4, 1)) → pic3x4y1Translate(pic4, (4, 1)) → pic4x4y1Translate(pic6, (4, 1)) → pic6x4y1Translate(pic2, (4, 2)) → pic2x4y2Translate(pic3, (4, 2)) → pic3x4y2Translate(pic4, (4, 2)) → pic4x4y2Translate(pic6, (4, 2)) → pic6x4y2Translate(pic2, (4, 3)) → pic2x4y3Translate(pic3, (4, 3)) → pic3x4y3Translate(pic4, (4, 3)) → pic4x4y3Translate(pic6, (4, 3)) → pic6x4y3Translate(pic2, (4, 4)) → pic2x4y4Translate(pic3, (4, 4)) → pic3x4y4Translate(pic4, (4, 4)) → pic4x4y4Translate(pic6, (4, 4)) → pic6x4y4Translate(pic2, (4, 5)) → pic2x4y5Translate(pic3, (4, 5)) → pic3x4y5Translate(pic4, (4, 5)) → pic4x4y5Translate(pic6, (4, 5)) → pic6x4y5Translate(pic2, (4, 6)) → pic2x4y6Translate(pic3, (4, 6)) → pic3x4y6Translate(pic4, (4, 6)) → pic4x4y6Translate(pic6, (4, 6)) → pic6x4y6Translate(pic2, (4, 7)) → pic2x4y7Translate(pic3, (4, 7)) → pic3x4y7Translate(pic4, (4, 7)) → pic4x4y7Translate(pic6, (4, 7)) → pic6x4y7Translate(pic2, (4, 8)) → pic2x4y8Translate(pic3, (4, 8)) → pic3x4y8Translate(pic4, (4, 8)) → pic4x4y8Translate(pic6, (4, 8)) → pic6x4y8Translate(pic2, (4, 9)) → pic2x4y9Translate(pic3, (4, 9)) → pic3x4y9Translate(pic4, (4, 9)) → pic4x4y9Translate(pic6, (4, 9)) → pic6x4y9Translate(pic5, (4, 0)) → pic5x4Translate(pic13, (4, 0)) → pic13x4Translate(pic8, (4, 0)) → pic8x4Translate(pic9, (4, 0)) → pic9x4Translate(pic7, (4, 0)) → pic7x4Translate(pic2, (5, 0)) → pic2x5y0Translate(pic3, (5, 0)) → pic3x5y0Translate(pic4, (5, 0)) → pic4x5y0Translate(pic6, (5, 0)) → pic6x5y0Translate(pic2, (5, 1)) → pic2x5y1Translate(pic3, (5, 1)) → pic3x5y1Translate(pic4, (5, 1)) → pic4x5y1Translate(pic6, (5, 1)) → pic6x5y1Translate(pic2, (5, 2)) → pic2x5y2Translate(pic3, (5, 2)) → pic3x5y2Translate(pic4, (5, 2)) → pic4x5y2Translate(pic6, (5, 2)) → pic6x5y2Translate(pic2, (5, 3)) → pic2x5y3Translate(pic3, (5, 3)) → pic3x5y3Translate(pic4, (5, 3)) → pic4x5y3Translate(pic6, (5, 3)) → pic6x5y3Translate(pic2, (5, 4)) → pic2x5y4Translate(pic3, (5, 4)) → pic3x5y4Translate(pic4, (5, 4)) → pic4x5y4Translate(pic6, (5, 4)) → pic6x5y4Translate(pic2, (5, 5)) → pic2x5y5Translate(pic3, (5, 5)) → pic3x5y5Translate(pic4, (5, 5)) → pic4x5y5Translate(pic6, (5, 5)) → pic6x5y5Translate(pic2, (5, 6)) → pic2x5y6Translate(pic3, (5, 6)) → pic3x5y6Translate(pic4, (5, 6)) → pic4x5y6Translate(pic6, (5, 6)) → pic6x5y6Translate(pic2, (5, 7)) → pic2x5y7Translate(pic3, (5, 7)) → pic3x5y7Translate(pic4, (5, 7)) → pic4x5y7Translate(pic6, (5, 7)) → pic6x5y7Translate(pic2, (5, 8)) → pic2x5y8Translate(pic3, (5, 8)) → pic3x5y8Translate(pic4, (5, 8)) → pic4x5y8Translate(pic6, (5, 8)) → pic6x5y8Translate(pic2, (5, 9)) → pic2x5y9Translate(pic3, (5, 9)) → pic3x5y9Translate(pic4, (5, 9)) → pic4x5y9Translate(pic6, (5, 9)) → pic6x5y9Translate(pic5, (5, 0)) → pic5x5Translate(pic13, (5, 0)) → pic13x5Translate(pic8, (5, 0)) → pic8x5Translate(pic9, (5, 0)) → pic9x5Translate(pic7, (5, 0)) → pic7x5Translate(pic2, (6, 0)) → pic2x6y0Translate(pic3, (6, 0)) → pic3x6y0Translate(pic4, (6, 0)) → pic4x6y0Translate(pic6, (6, 0)) → pic6x6y0Translate(pic2, (6, 1)) → pic2x6y1Translate(pic3, (6, 1)) → pic3x6y1Translate(pic4, (6, 1)) → pic4x6y1Translate(pic6, (6, 1)) → pic6x6y1Translate(pic2, (6, 2)) → pic2x6y2Translate(pic3, (6, 2)) → pic3x6y2Translate(pic4, (6, 2)) → pic4x6y2Translate(pic6, (6, 2)) → pic6x6y2Translate(pic2, (6, 3)) → pic2x6y3Translate(pic3, (6, 3)) → pic3x6y3Translate(pic4, (6, 3)) → pic4x6y3Translate(pic6, (6, 3)) → pic6x6y3Translate(pic2, (6, 4)) → pic2x6y4Translate(pic3, (6, 4)) → pic3x6y4Translate(pic4, (6, 4)) → pic4x6y4Translate(pic6, (6, 4)) → pic6x6y4Translate(pic2, (6, 5)) → pic2x6y5Translate(pic3, (6, 5)) → pic3x6y5Translate(pic4, (6, 5)) → pic4x6y5Translate(pic6, (6, 5)) → pic6x6y5Translate(pic2, (6, 6)) → pic2x6y6Translate(pic3, (6, 6)) → pic3x6y6Translate(pic4, (6, 6)) → pic4x6y6Translate(pic6, (6, 6)) → pic6x6y6Translate(pic2, (6, 7)) → pic2x6y7Translate(pic3, (6, 7)) → pic3x6y7Translate(pic4, (6, 7)) → pic4x6y7Translate(pic6, (6, 7)) → pic6x6y7Translate(pic2, (6, 8)) → pic2x6y8Translate(pic3, (6, 8)) → pic3x6y8Translate(pic4, (6, 8)) → pic4x6y8Translate(pic6, (6, 8)) → pic6x6y8Translate(pic2, (6, 9)) → pic2x6y9Translate(pic3, (6, 9)) → pic3x6y9Translate(pic4, (6, 9)) → pic4x6y9Translate(pic6, (6, 9)) → pic6x6y9Translate(pic5, (6, 0)) → pic5x6Translate(pic13, (6, 0)) → pic13x6Translate(pic8, (6, 0)) → pic8x6Translate(pic9, (6, 0)) → pic9x6Translate(pic7, (6, 0)) → pic7x6Translate(pic2, (7, 0)) → pic2x7y0Translate(pic3, (7, 0)) → pic3x7y0Translate(pic4, (7, 0)) → pic4x7y0Translate(pic6, (7, 0)) → pic6x7y0Translate(pic2, (7, 1)) → pic2x7y1Translate(pic3, (7, 1)) → pic3x7y1Translate(pic4, (7, 1)) → pic4x7y1Translate(pic6, (7, 1)) → pic6x7y1Translate(pic2, (7, 2)) → pic2x7y2Translate(pic3, (7, 2)) → pic3x7y2Translate(pic4, (7, 2)) → pic4x7y2Translate(pic6, (7, 2)) → pic6x7y2Translate(pic2, (7, 3)) → pic2x7y3Translate(pic3, (7, 3)) → pic3x7y3Translate(pic4, (7, 3)) → pic4x7y3Translate(pic6, (7, 3)) → pic6x7y3Translate(pic2, (7, 4)) → pic2x7y4Translate(pic3, (7, 4)) → pic3x7y4Translate(pic4, (7, 4)) → pic4x7y4Translate(pic6, (7, 4)) → pic6x7y4Translate(pic2, (7, 5)) → pic2x7y5Translate(pic3, (7, 5)) → pic3x7y5Translate(pic4, (7, 5)) → pic4x7y5Translate(pic6, (7, 5)) → pic6x7y5Translate(pic2, (7, 6)) → pic2x7y6Translate(pic3, (7, 6)) → pic3x7y6Translate(pic4, (7, 6)) → pic4x7y6Translate(pic6, (7, 6)) → pic6x7y6Translate(pic2, (7, 7)) → pic2x7y7Translate(pic3, (7, 7)) → pic3x7y7Translate(pic4, (7, 7)) → pic4x7y7Translate(pic6, (7, 7)) → pic6x7y7Translate(pic2, (7, 8)) → pic2x7y8Translate(pic3, (7, 8)) → pic3x7y8Translate(pic4, (7, 8)) → pic4x7y8Translate(pic6, (7, 8)) → pic6x7y8Translate(pic2, (7, 9)) → pic2x7y9Translate(pic3, (7, 9)) → pic3x7y9Translate(pic4, (7, 9)) → pic4x7y9Translate(pic6, (7, 9)) → pic6x7y9Translate(pic5, (7, 0)) → pic5x7Translate(pic13, (7, 0)) → pic13x7Translate(pic8, (7, 0)) → pic8x7Translate(pic9, (7, 0)) → pic9x7Translate(pic7, (7, 0)) → pic7x7Translate(pic2, (8, 0)) → pic2x8y0Translate(pic3, (8, 0)) → pic3x8y0Translate(pic4, (8, 0)) → pic4x8y0Translate(pic6, (8, 0)) → pic6x8y0Translate(pic2, (8, 1)) → pic2x8y1Translate(pic3, (8, 1)) → pic3x8y1Translate(pic4, (8, 1)) → pic4x8y1Translate(pic6, (8, 1)) → pic6x8y1Translate(pic2, (8, 2)) → pic2x8y2Translate(pic3, (8, 2)) → pic3x8y2Translate(pic4, (8, 2)) → pic4x8y2Translate(pic6, (8, 2)) → pic6x8y2Translate(pic2, (8, 3)) → pic2x8y3Translate(pic3, (8, 3)) → pic3x8y3Translate(pic4, (8, 3)) → pic4x8y3Translate(pic6, (8, 3)) → pic6x8y3Translate(pic2, (8, 4)) → pic2x8y4Translate(pic3, (8, 4)) → pic3x8y4Translate(pic4, (8, 4)) → pic4x8y4Translate(pic6, (8, 4)) → pic6x8y4Translate(pic2, (8, 5)) → pic2x8y5Translate(pic3, (8, 5)) → pic3x8y5Translate(pic4, (8, 5)) → pic4x8y5Translate(pic6, (8, 5)) → pic6x8y5Translate(pic2, (8, 6)) → pic2x8y6Translate(pic3, (8, 6)) → pic3x8y6Translate(pic4, (8, 6)) → pic4x8y6Translate(pic6, (8, 6)) → pic6x8y6Translate(pic2, (8, 7)) → pic2x8y7Translate(pic3, (8, 7)) → pic3x8y7Translate(pic4, (8, 7)) → pic4x8y7Translate(pic6, (8, 7)) → pic6x8y7Translate(pic2, (8, 8)) → pic2x8y8Translate(pic3, (8, 8)) → pic3x8y8Translate(pic4, (8, 8)) → pic4x8y8Translate(pic6, (8, 8)) → pic6x8y8Translate(pic2, (8, 9)) → pic2x8y9Translate(pic3, (8, 9)) → pic3x8y9Translate(pic4, (8, 9)) → pic4x8y9Translate(pic6, (8, 9)) → pic6x8y9Translate(pic5, (8, 0)) → pic5x8Translate(pic13, (8, 0)) → pic13x8Translate(pic8, (8, 0)) → pic8x8Translate(pic9, (8, 0)) → pic9x8Translate(pic7, (8, 0)) → pic7x8Translate(pic2, (9, 0)) → pic2x9y0Translate(pic3, (9, 0)) → pic3x9y0Translate(pic4, (9, 0)) → pic4x9y0Translate(pic6, (9, 0)) → pic6x9y0Translate(pic2, (9, 1)) → pic2x9y1Translate(pic3, (9, 1)) → pic3x9y1Translate(pic4, (9, 1)) → pic4x9y1Translate(pic6, (9, 1)) → pic6x9y1Translate(pic2, (9, 2)) → pic2x9y2Translate(pic3, (9, 2)) → pic3x9y2Translate(pic4, (9, 2)) → pic4x9y2Translate(pic6, (9, 2)) → pic6x9y2Translate(pic2, (9, 3)) → pic2x9y3Translate(pic3, (9, 3)) → pic3x9y3Translate(pic4, (9, 3)) → pic4x9y3Translate(pic6, (9, 3)) → pic6x9y3Translate(pic2, (9, 4)) → pic2x9y4Translate(pic3, (9, 4)) → pic3x9y4Translate(pic4, (9, 4)) → pic4x9y4Translate(pic6, (9, 4)) → pic6x9y4Translate(pic2, (9, 5)) → pic2x9y5Translate(pic3, (9, 5)) → pic3x9y5Translate(pic4, (9, 5)) → pic4x9y5Translate(pic6, (9, 5)) → pic6x9y5Translate(pic2, (9, 6)) → pic2x9y6Translate(pic3, (9, 6)) → pic3x9y6Translate(pic4, (9, 6)) → pic4x9y6Translate(pic6, (9, 6)) → pic6x9y6Translate(pic2, (9, 7)) → pic2x9y7Translate(pic3, (9, 7)) → pic3x9y7Translate(pic4, (9, 7)) → pic4x9y7Translate(pic6, (9, 7)) → pic6x9y7Translate(pic2, (9, 8)) → pic2x9y8Translate(pic3, (9, 8)) → pic3x9y8Translate(pic4, (9, 8)) → pic4x9y8Translate(pic6, (9, 8)) → pic6x9y8Translate(pic2, (9, 9)) → pic2x9y9Translate(pic3, (9, 9)) → pic3x9y9Translate(pic4, (9, 9)) → pic4x9y9Translate(pic6, (9, 9)) → pic6x9y9Translate(pic5, (9, 0)) → pic5x9Translate(pic13, (9, 0)) → pic13x9Translate(pic8, (9, 0)) → pic8x9Translate(pic9, (9, 0)) → pic9x9Translate(pic7, (9, 0)) → pic7x9Polygon(C, D, E, F) → poly1, c, d, e, f_1If(animate, t = 1) → bIf(animate, p = 0) → gIf(animate, t = 1) → hIf(animate, p = 0) → iIf(animate, t = 1) → jIf(animate, p = 0) → kIf(animate, t = 1) → lIf(animate, p = 0) → mIf(¬animate, t = 1) → nIf(¬animate, p = 0) → oIf(¬animate, t = 1) → qIf(¬animate, p = 0) → rIf(animate ≟ false, t = 1) → sIf(animate ≟ false, p = 0) → vIf(animate ≟ false, t = 1) → wIf(animate ≟ false, p = 0) → zVector((Max[p, 1] - 0.5, round(f(Max[p - 0.5, 0.5]) + 0.01) + 1), (Max[p, 1] - 0.5, round(f(Max[p - 0.5, 0.5]) + 0.01))) → u_1
AI Drawing Prompt Reference
Create a 2D and 3D combined economic model showing wheat output and labor allocation on lands of varying quality. First, draw a horizontal line segment to represent the land boundary. Then, plot two functions to represent wheat output and labor quantity. Next, translate image objects (like wheat, horses, and workers) to different heights to illustrate the distribution of wheat and labor on lands of different quality. Finally, use polygons to fill the regions of different quality lands, representing marginal productivity and economic rent.
The prompt above was compiled from the original drawing commands and is for reference only.