TABLA DE INTEGRALES INMEDIATAS
1.Zk dx =k x +C, ∀k∈IR.
2.Zxndx =xn+1
n+ 1 +C, para todo n´umero real n6=−1.
3.Z1
xdx =ln|x|+C
4.Zexdx =ex+C
5.Zaxdx =ax
ln(a)+C, para a∈IR, con a > 0.
6.Zsen(x)dx =−cos(x) + C
7.Zcos(x)dx =sen(x) + C
8.Z1
1 + x2dx =arctg(x) + C
TABLA DE INTEGRALES INMEDIATAS GENERALIZADA
1.Zt0(x)dx =t(x) + C
2.Z[t(x)]nt0(x)dx =[t(x)]n+1
n+ 1 +C, para todo n´umero real n6=−1.
3.Zt0(x)
t(x)dx =ln|t(x)|+C
4.Zet(x)t0(x)dx =et(x)+C
5.Zat(x)t0(x)dx =at(x)
ln(a)+C, para a∈IR, a > 0.
6.Zsen(t(x)) t0(x)dx =−cos(t(x)) + C
7.Zcos(t(x)) t0(x)dx =sen(t(x)) + C
8.Zt0(x)
1+(t(x))2dx =arctg(t(x)) + C
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