Zerrenda:Funtzio irrazionalen integralak: berrikuspenen arteko aldeak
Ezabatutako edukia Gehitutako edukia
145. lerroa:
: <math>\int\frac{dx}{R^{2n+1}} = \frac{2}{(2n-1)(4ac-b^2)}\left(\frac{2ax+b}{R^{2n-1}}+4a(n-1)\int\frac{dx}{R^{2n-1}}\right)+ K</math>
: <math>\int\frac{x}{R}\;dx = \frac{R}{a}-\frac{b}{2a}\int\frac{dx}{R}
: <math>\int\frac{x}{R^3}\;dx = -\frac{2bx+4c}{(4ac-b^2)R}+ K</math>
: <math>\int\frac{x}{R^{2n+1}}\;dx = -\frac{1}{(2n-1)aR^{2n-1}}-\frac{b}{2a}\int\frac{dx}{R^{2n+1}}
: <math>\int\frac{dx}{xR}=-\frac{1}{\sqrt{c}}\ln\left(\frac{2\sqrt{c}R+bx+2c}{x}\right)+ K</math>
| |||