TABELA DE KURT BEYER
Por: dani198700 • 2/2/2016 • Seminário • 606 Palavras (3 Páginas) • 926 Visualizações
Integral do Produto de duas Funções : ()() ∫s 0 . .dx x g x f
TABELA DE KURT BEYER
s.i.k k i. .s. 2 1
() 2 1 . .s. 2 1 k k i + k i. .s. 3 2
k i. .s. 3 2
k i. .s. 3 1
k i. .s. 2 1
k i . .s.
2 1
k i. .s. 3 1
() 2 1 .2 . .s. 6 1 k k i + k i. .s. 3 1
k i. .s. 12 5
k i. .s. 4 1
() α +1. . .s. 6 1 k i
k i . .s.
2 1
k i. .s. 6 1
() 2 1 .2 . .s. 6 1 k k i + k i. .s. 3 1
k i. .s. 4 1
k i. .s. 12 1
() β +1. . .s. 6 1 k i
() 2 1 . .s.
2 1
i i k +
() 2 1 .2 . .s.
6 1
i i k + [] 2 2 1 2 2 1 1 1 . .2 . . . .2s.. 6 1 k i k i k i k i + + +() 2 1 . .s. 3 1 i i k +() 2 1 .5 .3 . .s. 12 1 i i k + () 2 1 .3 .. .s. 12 1 i i k +()() [] 2 1 . 1 . 1 . .s. 6 1 i i k αβ + + +
k i . .s.
3 2
k i. .s. 3 1
() 2 1 . .s. 3 1 k k i + k i. .s. 15 8
k i. .s. 15 7
k i. .s. 5 1
() βα . 1. . .s. 3 1+ k i
k i . .s.
3 2
k i. .s. 12 5
() 2 1 .5 .3 . .s. 12 1 k k i + k i. .s. 15 7
k i. .s. 15 8
k i. .s. 10 3
() 2 5 . .s. 12 1 ββ − − k i
k i . .s.
3 2
k i. .s. 4 1
() 2 1 .3 .5 . .s. 12 1 k k i + k i. .s. 15 7
k i. .s. 30 11
k i. .s. 15 2
() 2 5 . .s. 12 1 αα − − k i
k i . .s.
3 1
k i. .s. 4 1
() 2 1 .3 . .s. 12 1 k k i + k i. .s. 5 1
k i. .s. 10 3
k i. .s. 5 1
() 2 1 . .s. 12 1 αα + + k i
k i . .s.
3 1
k i. .s. 12 1
() 2 1 .3 . .s. 12 1 k k i + k i. .s. 5 1
k i. .s. 15 2
k i. .s. 30 1
() 2 1 . .s. 12 1 ββ + + k i
k i . .s.
2 1
() α +1. . .s. 6 1 k i ()() [] 2 1 . 1 . 1 .s. 6 1 k k i αβ + + + () βα . 1. ..s. 3 1+ ki
() 2 5 ..s.
12 1
ββ − − ki() 2 1 ..s. 12 1 αα + + ki
k i . .s.
3 1
ESTÁTICA DAS ESTRUTURAS I - PROF. IBERÊ
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