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Dissection of a Parallelogram into Triangles, Ross Surface Form #9

American History Museum

Geometric Models - Ross Surface Forms - Bisected Rhomboid (#9) Second from Left in Top Row
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Object Details

maker

Ross, W. W.

Description

This is the ninth in a series of models of plane figures (surface forms) designed by William Wallace Ross, a school superintendent and mathematics teacher in Fremont, Ohio. The unpainted wooden parallelogram (rhomboid in Ross’s terminology) is bisected along a diagonal into two scalene triangles. A paper label attached to the model reads: Rhomboid A 4x6 Bisected. According to Ross, the model shows that if a rhomboid (parallelogram) is cut diagonally through the opposite acute angles, two equal obtuse-angled triangles result.
Compare models 1985.0112.190 through 1985.0112.202. For further information about Ross models, including references, see 1985.0112.190.

Location

Currently not on view

Credit Line

Gift of Wesleyan University

date made

ca 1895

ID Number

1985.0112.197

catalog number

1985.0112.197

accession number

1985.0112

Object Name

geometric model

Physical Description

wood (overall material)

Measurements

overall: 1 cm x 20 cm x 15 cm; 13/32 in x 7 7/8 in x 5 29/32 in

place made

United States: Ohio, Fremont

See more items in

Medicine and Science: Mathematics
Science & Mathematics
Arithmetic Teaching

Data Source

National Museum of American History

Subject

Mathematics

Metadata Usage

CC0

Link to Original Record

https://n2t.net/ark:/65665/ng49ca746a5-1835-704b-e053-15f76fa0b4fa

Record ID

nmah_694074

Discover More

Dissected wooden sphere laid flat, taking the form of an 8-pointed star.

Geometrical Models for Arithmetic Teaching

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