Resuelve la integral

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✎ Solución paso a paso

1. 1
   $$x=u-1\Rightarrow x^2=(u-1{)}^2$$
2. 2
   $$=\int \frac{u^2-2u+1}{u^4}du$$
3. 3
   $$=\int (u^{-2}-2u^{-3}+u^{-4})du$$
4. 4
   $$=-u^{-1}+u^{-2}-\frac{1}{3}{u}^{-3}$$

Más de sustitución

$$\int \frac{x}{(x^2+3{)}^4}dx$$

$$\int \cos (x)e^{2\sin (x)}dx$$

$$\int \frac{\sqrt{\ln (x)}}{x}dx$$

$$\int \frac{x^2}{\sqrt{x^3+1}}dx$$

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