Cálculo Numérico - Engenharia Civil UEM

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CAPÍTULO 14. EXERCÍCIOS MISTOS 487 Hora Carros/min Hora Carros/min 0:00 2 12:30 15 2:00 2 14:00 7 4:00 0 16:00 9 5:00 2 17:00 20 6:00 5 18:00 22 7:00 8 19:00 10 8:00 20 20:00 11 9:00 12 21:00 8 10:30 5 22:00 5 11:30 10 23:00 5 0:00 3 a) Usando interpolação linear estime quantos carros, por minuto, passaram pela avenida às 10:15 horas. b) Usando os dados acima e uma fórmula de quadratura adequada, estime o número de carros que passam pela avenida por dia. (Cuidado com as unidades!).
Referências Bibliográficas [1] ACTON, F.S. - Numerical Methods that Work. Harper & Row, Publishers, 1970. [2] ANTON, H. - Álgebra Linear. Editora Campus, 1982. [3] ALBRECHT, P. - Análise Numérica: Um curso moderno. LTC, Rio de janeiro, 1973. [4] BAJPAI, A.C.; MUSTOE, L.R.; WALKER, D. - Matemática para Engenharia. Hmus Livraria Editora Limitada, 1980. [5] BARNETT, S. - Matrices-Methods and Applications. Clarendon Press. Oxford, 1990. [6] BARROS, I.Q. - Introdução ao Cálculo Numérico. [7] BARROS, I.Q. - Métodos Numéricos I - Álgebra Linear. [8] BRONSON, R., Moderna Introdução às Equações Diferenciais, (Coleção Schaum). [9] CALLIOLI, C.A.; DOMINGUES, H.H.; COSTA, R.C.F. - Álgebra Linear e Aplicações.Atual Editora Ltda, 1978. [10] CARNAHAN, B.; LUTHER, H.A. and WILKES, J.O. - Applied Numerical Methods. John Wiley and Sons, Inc; 1969. [11] COHEN, A.M. et al. - Numerical Analysys. Mc Graw-Hill Book Company (UK) Limited, 1973. [12] CONTE, S.D. - Elementary Numerical Analysis. [13] CONTE, S.D.; de Boor, C. - Elementary Numerical Analysis - An Algoritmic Approach, McGraw- Hill International Editions, 1981. [14] DEMIDOVICH, B.P. and MARON, I.A. - Computational Mathematics. [15] FORSYTHE, G.E. - Computer Solution of Linear Algebraic Sistems. [16] FROBERG, W. - Introduction to Numerical Analysis. [17] GELFAND, I.M. - Lectures on Linear Algebra. [18] GERALD, C.F., WHEATLEY, P.O.- Applied Numerical Analysis. Addison-Wesley Plublishing Company, 1984. [19] GOURLAY, A.R.;WATSON,G.A.- Computational Methods for Matrix Eigenproblems. John Wiley & Sons, 1973. [20] HILDEBRAND, F.B. - Introduction to Numerical Analysis. 488
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Universidade de São Paulo Institut
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4 Solução de Sistemas Lineares: M
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12.3.3 Ordem e Constante do Erro .
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CAPÍTULO 1. CONCEITOS BÁSICOS 2 o
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CAPÍTULO 1. CONCEITOS BÁSICOS 4 o
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CAPÍTULO 1. CONCEITOS BÁSICOS 6 D
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CAPÍTULO 1. CONCEITOS BÁSICOS 8 D
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CAPÍTULO 1. CONCEITOS BÁSICOS 10
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Capítulo 2 Análise de Arredondame
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CAPÍTULO 2. ANÁLISE DE ARREDONDAM
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CAPÍTULO 3. EQUAÇÕES NÃO LINEAR
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Capítulo 4 Solução de Sistemas L
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CAPÍTULO 4. SOLUÇÃO DE SISTEMAS
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Capítulo 5 Solução de Sistemas L
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Capítulo 7 Determinação Numéric
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CAPÍTULO 7. DETERMINAÇÃO NUMÉRI
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Capítulo 8 Aproximação de Funç
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CAPÍTULO 8. APROXIMAÇÃO DE FUNÇ
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Capítulo 10 Aproximação de Funç
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CAPÍTULO 10. APROXIMAÇÃO DE FUN
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CAPÍTULO 11. INTEGRAÇÃO NUMÉRIC
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CAPÍTULO 12. SOLUÇÃO NUMÉRICA D
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