Integrales inmediatas

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  • Publicado : 23 de noviembre de 2009
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|INTEGRALES INMEDIATAS (FORMULAS) |
|1 |[pic] cosx dx = senx + c |
|2 |[pic] sec2x dx = tanx + c |
|3|[pic] secx tanx dx = secx + c |
|3 |[pic] tanx dx = Ln│secx│ + c |
|4 |[pic] secx dx = Ln│secx + tanx│ + c |
|5 |[pic]secx tanx dx = secx + c |
|6 |[pic] cscx dx = -Ln│cscx + cotx│+ c |
|7 |[pic] cotx dx = Ln│senx│ + c |
|8 |[pic] senxdx = -cosx + c |
|9 |[pic] csc2x dx = -cotx + c |
|10 |[pic] cscx cotx dx = -cscx + c |
|11 |[pic] ex dx = ex +c |
|12 |[pic] 1 / x dx = Lnx + c |
|13 |[pic] 1 / xLna dx = Logax + c |
|14 |[pic] axLna dx = ax + c|
|15 |[pic] xn dx = xn+1 / n+1 + c |
|16 |[pic] Lnx dx = xLnx-x + c |
|17 |[pic] 1 / x2 + 1 dx = tan-1x + c|
|18 |[pic] 1 / x+a dx = Ln│x+a│ + c |
|19 |[pic] vdu = uv-[pic]udv (int. x partes) |
|20 |√ a2-x2 se resuelve con sust|
| |x = a sen (θ) |
|21 |√ a2+x2 se resuelve con sustitucion |
| |x = a tan (θ)|
|22 |√ x2-a2 se resuelve con sustitucion |
| |x = a sec (θ) |
|DERIVADAS DE FUNCIONES ||1 |(senx)’ |cosx |
|2 |(cosx)’ |-senx |
|3 |(tanx)’ |sec2x |
|4...
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