Geometrical Models for Arithmetic Teaching
Standard topics in arithmetic teaching are calculations of the area of plane figures and the volume of solids. To make these processes clearer to students, educators introduced a variety of geometric models. Models were also used to teach about fractions and to explain the process of taking cube roots.
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Holbrook's Geometrical Forms and Arithmetical Solids
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Stereometry Made Easy, A Set of Geometric Models
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Model of An Oblong or Rectangle, Ross Surface Form #3
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Model of a Rectangle or Oblong, Ross Surface Form #2
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Dissected Polygon, Probably a Ross Surface Form
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Model of a Rectangle Bisected into Two Right Triangles, Ross Surface Form #8
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Model of a Dissected Trapezoid, Ross Surface Form #6
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Rectangle Transformable Into an Obtuse Triangle, Probably a Ross Surface Form
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Dissected Rhomboid, Ross Surface Form #5 (incomplete)
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Dissection of a Parallelogram into Triangles, Ross Surface Form #9
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Dissection of a Parallelogram into Triangles, Ross Surface Form #10
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Trapezium or Quadrilateral, Ross Surface Form
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Dissected Square, Ross Surface Form #11
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Regular Octagon, Ross Surface Form
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Sixteen-Sided Regular Polygon, Ross Surface Form
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Model Illustrating Finding the Area of a Circle, Ross Surface Form #14
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Pyramid and Frustrum of Pyramid, Ross Solid #11
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Square Prism, Ross Solid
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Cylinder, Ross Solid #8
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Dissected Triangular Prism, Ross Solid #9
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Dissected Frustum of a Triangular Prism, Ross Solid
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Cone Dissected into Two Pieces, Ross Solid #12
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Model for the "Devil's Coffin" Diagram Relating to Computing the Volume of a Parallelepiped, Ross Solid
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Dissected Circle Transformable into Parallelogram