Table of integrals

| | $\lim u\int /$ | | $\lim \bigcap 1$ | $\lim \bigcap u\int /\bigcup udx=2\bigcup u\int$ | | $\lim a\int x\int dx=\bigcap a\int xlna$ | $\lim u\int /$ | | $\lim e\int x\int dx=e\int x$ | | | | | | | $\lim u\int /\int sinudx=-cosu+c$ | | $\lim cosx$ | $\lim u\int /\int cosudx=sinu+c$ | | $\lim \bigcap 1$ | $\lim \bigcap u\int /\bigcup a\int 2\int$ | | | | | $\lim \bigcap 1$ | $\lim \bigcap u\int /\bigcup u\int 2$ | | $\lim \bigcap 1$ | $\lim \bigcap u\int /u\int 2dx=\bigcap 1arctg\bigcap u+c\int$ | | | | | $\lim \bigcap 1\int$ | $\lim \bigcap u\int /u\int 2dx=-\bigcap 1+c$ | | | | | $\lim \bigcap 1\int$ | $\lim \bigcap u\int /sin\int 2dx=-ctgu+c$ | | $\lim \bigcap 1\int$ | $\lim \bigcap u\int /cos\int 2dx=$ |

Tabelul Integralelor

Integrarea prin parti :

Primitive uzuale