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Polynomials

Autor: Tom M Apostol; California Institute of Technology.; Project Mathematics!
Editora: Pasadena, CA : California Institute of Technology, ©1991.
Séries: Project mathematics.
Edição/Formato   Vídeo em VHS : Fita VHS : Escola secundária   Material visual   Livro : InglêsVer todas as edições e formatos
Base de Dados:WorldCat
Resumo:
Animations show how the Cartesian equation changes if the graph of a polynomial is translated or subjected to a vertical change of scale. Zeros, local extrema, and points of inflection are discussed. Real-life examples include parabolic trajectories and the use of cubic splines in designing sailboats and computer-generated teapots.
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Detalhes

Gênero/Forma: Educational films
Nonfiction films
Animated films
Short films
Video recordings for the hearing impaired
Aides audiovisuelles
Tipo de Material: Escola secundária, Gravação de vídeo
Tipo de Documento: Material visual, Livro
Todos os Autores / Contribuintes: Tom M Apostol; California Institute of Technology.; Project Mathematics!
Número OCLC: 23237750
Nota do Idioma: English with closed captions.
Créditos: Story editor, Tom M. Apostol ; computer animation, James F. Blinn ; Narrator, Al Hibbs.
Executor(es): Al Hibbs, narrator.
Descrição: 1 videocassette (ca. 30 min.) : sd., col. ; 1/2 in. + 1 booklet.
Detalhes: VHS format.
Conteúdos: Review of prerequisites --
Polynomials in real life --
Linear polynomials --
Quadratic polynomials --
Intersections of lines and parabolas --
Cubic polynomials --
Polynomials of higher degree --
Recap.
Título da Série: Project mathematics.
Responsabilidade: California Institute of Technology ; producer/director Tom M. Apostol.

Resumo:

Animations show how the Cartesian equation changes if the graph of a polynomial is translated or subjected to a vertical change of scale. Zeros, local extrema, and points of inflection are discussed. Real-life examples include parabolic trajectories and the use of cubic splines in designing sailboats and computer-generated teapots.

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Primary Entity

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