Tabla de integrales
| Función | Integral |
| y = c | c·x |
| y = c·x | c·x²/2 |
| y = xn | x(n + 1)/(n + 1) |
| y = x-n | -x-(n + 1)/(n + 1) |
| y = x½ | x3/2/(3/2) |
| y = xa/b | x(a/b + 1)/(a/b + 1) |
| y = 1/x | log x |
| y = sen x | -cos x |
| y = cos x | sen x |
| y = tg x | -log (cos x) |
| y = cotg x | log sen x |
| y = sec x | log (tg x/2) |
| y = cosec x | log [cos x/(1 - sen x)] |
| y = arcsen x | 1/√1 - x² |
| y = arccos x | -1/√1 - x² |
| y = arctg x | -[log (1 + x²)]/2 |
| y = arccotg x | [log (1 + x²)]/2 |
| y = sh x | ch x |
| y = ch x | sh x |
| y = th x | log ch x |
| y = coth x | log sh x |
| y = log x | x·(log x - 1) |
| y = loga x | x·(loga x - 1/log a) |
| y = ex | ex |
| y = ax | ax/log a |
| y = u·v | ∫ u·dv + ∫ v·du |
Autor: Ricardo Santiago Netto (Administrador de Fisicanet)
San Martín. Buenos Aires. Argentina.
Ver condiciones para uso de los contenidos de fisicanet.com.ar