Całka funkcji wymiernej
: 17 cze 2010, 14:51
Oblicz całkę funkcji wymiernej:
\(\int_{}^{} \frac{x ^{2}+2 }{x+2} \mbox{d}x\)
\(\int_{}^{} \frac{ \left(-2x ^{2} +x+3 \right) }{x-1} \mbox{d}x\)
\(\int_{}^{} \frac{ \mbox{d}x }{x \left( x+3\right) }\)
\(\int_{}^{} \frac{- \mbox{d}x }{ \left( x-1\right) \left(x+3 \right) }\)
\(\int_{}^{} \frac{2x-4}{x ^{3}-2x ^{2} } \mbox{d}x\)
\(\int_{}^{} \frac{x ^{2}+2 }{x+2} \mbox{d}x\)
\(\int_{}^{} \frac{ \left(-2x ^{2} +x+3 \right) }{x-1} \mbox{d}x\)
\(\int_{}^{} \frac{ \mbox{d}x }{x \left( x+3\right) }\)
\(\int_{}^{} \frac{- \mbox{d}x }{ \left( x-1\right) \left(x+3 \right) }\)
\(\int_{}^{} \frac{2x-4}{x ^{3}-2x ^{2} } \mbox{d}x\)