TABLA DE INTEGRALES INMEDIATAS
TIPO SIMPLE TIPO COMPUESTO
1. ∫+= Cxkdxk
2.
()
1
1
1
−≠+
+
=
∫+
nC
n
x
dxx
n
n
()
[]
()
(
)
[
]
()
1
1
´
1
−≠+
+
=⋅
∫
+
nC
n
xf
dxxfxf
n
n
3. ∫+= Cxdx
x)(ln
1
(
)
() ()()
∫+= Cxfdx
xf
xf ln
´
4. ∫+= Cedxe xx
()
()
()
∫
+=⋅ Cedxxfe xfxf ´
5. ∫+= C
a
a
dxa
x
x
ln
()
()
(
)
∫+=⋅ C
a
a
dxxfa
xf
xf
ln
´
6.
()
∫+−= Cxdxx )cos(sin
()( ) () ()()
∫
+−=⋅ Cxfdxxfxf cos´sin
7.
()
∫+= Cxdxx )sin(cos
()( ) () ()
∫
+=⋅ Cxfdxxfxf )sin(´cos
8. C
a
x
a
dx
xa +
=
+
∫arctan
11
22
(
)
()()
(
)
C
a
xf
a
dx
xfa
xf +
=
+
∫arctan
1´
2
2
