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Geometric Model by A. Harry Wheeler, Triangle Transformable into a Triangle, Plane Dissection

American History Museum

Hinged Plane Dissection, Two triangles and two quadrilaterals which can be arranged as two different triangles.
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  • Hinged Plane Dissection, Two triangles and two quadrilaterals which can be arranged as two different triangles.
  • Hinged Plane Dissection, Two triangles and two quadrilaterals which can be arranged as two different triangles.

    Object Details

    maker

    Wheeler, Albert Harry

    Description

    The four pieces of this hinged dissection can be arranged as a triangle and as an isosceles triangle. The pieces are made of yellow, purple, blue and red plastic, glued to a wooden base.
    This appears to be model 4B in the list of triangles in Wheeler's list of decompositions of polygons.
    Drawings for this dissection, dated February 2, 1932, are in 1979.3002.43 (folder 2). Other drawings, dated February 4, 1932, are in 1979.3002.55, folder 1

    Location

    Currently not on view

    Credit Line

    Gift of Helen M. Wheeler

    date made

    ca 1932

    ID Number

    MA.304723.750

    accession number

    304723

    catalog number

    304723.750

    Object Name

    geometric model

    Measurements

    overall: 1.4 cm x 29 cm x 9.2 cm; 9/16 in x 11 13/32 in x 3 5/8 in

    place made

    United States: Massachusetts, Worcester

    See more items in

    Medicine and Science: Mathematics
    Science & Mathematics
    Plane Dissections

    Data Source

    National Museum of American History

    Subject

    Mathematics

    Metadata Usage

    CC0

    Link to Original Record

    https://n2t.net/ark:/65665/ng49ca746ad-8c14-704b-e053-15f76fa0b4fa

    Record ID

    nmah_1423277

    Discover More

    Wooden hinged dissection comprised of four trapezoids arranged in a square, a triangle, and a smaller square.

    Geometric Models – Plane Dissections

    Wooden hinged dissection comprised of four trapezoids arranged in a square, a triangle, and a smaller square.

    Geometric Models – Plane Dissections

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