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u′.un
n+1un+1
u(x)u′(x)
2u(x)+C
un(x)u′(x)
(n−1)un−1(x)−1+C
u(x)u′(x)
ln(u)
u′⋅eu
\exponentialE^{u}
u′⋅au
ln(a)au
u′cos(u)
sin(u)
u′sin(u)
−cos(u)
cos(u)2u′=u′(1+tan(u)2)
tan(u)