Integral
Resenha: Integral. Pesquise 860.000+ trabalhos acadêmicosPor: rayllsongh • 9/11/2014 • Resenha • 416 Palavras (2 Páginas) • 372 Visualizações
∫(x5+2x2-1).dx
X4
∫( x5+ 2x2- 1 ).dx
X4 X4 X4
∫(x5.x-4+2x2.x-4-1.x-4).dx
∫(x+2x-2-x-4).dx
∫x dx+2 ∫x-2 dx- ∫x-4dx
x2 +2. X-1 – x-3 .dx
2 -1 -3
x2 -2x-1 + x-3
2 3
x2 – 2 + 1 +C
2 x 3x3
∫(x5+2x2-1).dx
X4
∫( x5+ 2x2- 1 ).dx
X4 X4 X4
∫(x5.x-4+2x2.x-4-1.x-4).dx
∫(x+2x-2-x-4).dx
∫x dx+2 ∫x-2 dx- ∫x-4dx
x2 +2. X-1 – x-3 .dx
2 -1 -3
x2 -2x-1 + x-3
2 3
x2 – 2 + 1 +C
2 x 3x3
∫(x5+2x2-1).dx
X4
∫( x5+ 2x2- 1 ).dx
X4 X4 X4
∫(x5.x-4+2x2.x-4-1.x-4).dx
∫(x+2x-2-x-4).dx
∫x dx+2 ∫x-2 dx- ∫x-4dx
x2 +2. X-1 – x-3 .dx
2 -1 -3
x2 -2x-1 + x-3
2 3
x2 – 2 + 1 +C
2 x 3x3
∫(x5+2x2-1).dx
X4
∫( x5+ 2x2- 1 ).dx
X4 X4 X4
∫(x5.x-4+2x2.x-4-1.x-4).dx
∫(x+2x-2-x-4).dx
∫x dx+2 ∫x-2 dx- ∫x-4dx
x2 +2. X-1 – x-3 .dx
2 -1 -3
x2 -2x-1 + x-3
2 3
x2 – 2 + 1 +C
2 x 3x3
∫(x5+2x2-1).dx
X4
∫( x5+ 2x2- 1 ).dx
X4 X4 X4
∫(x5.x-4+2x2.x-4-1.x-4).dx
∫(x+2x-2-x-4).dx
∫x dx+2 ∫x-2 dx- ∫x-4dx
x2 +2. X-1 – x-3 .dx
2 -1
...