całki nieoznaczone
: 15 maja 2017, 17:13
Oblicz całki metodą podstawiania
1) \(\int_{}^{} \frac{9x}{4+3x^2}dx\)
2)\(\int_{}^{} \tg xdx\)
3)\(\int_{}^{} \frac{e^{2x}}{e^x+4} dx\)
4)\(\int_{}^{} \frac{ \cos x}{3 \sin x-1} dx\)
5)\(\int_{}^{} \frac{2x}{ \sqrt[3]{8x^2+11} }dx\)
6)\(\int_{}^{} 4x* \ctg (7x^2-3)dx\)
7)\(\int_{}^{} 2x*2^{-3x^2+1}dx\)
\(\int_{}^{} x* \sqrt[4]{(3+2x^2)^3} dx\)
9)\(\int_{}^{} 3x^2* \tg (5x^3-7)dx\)
1) \(\int_{}^{} \frac{9x}{4+3x^2}dx\)
2)\(\int_{}^{} \tg xdx\)
3)\(\int_{}^{} \frac{e^{2x}}{e^x+4} dx\)
4)\(\int_{}^{} \frac{ \cos x}{3 \sin x-1} dx\)
5)\(\int_{}^{} \frac{2x}{ \sqrt[3]{8x^2+11} }dx\)
6)\(\int_{}^{} 4x* \ctg (7x^2-3)dx\)
7)\(\int_{}^{} 2x*2^{-3x^2+1}dx\)
\(\int_{}^{} x* \sqrt[4]{(3+2x^2)^3} dx\)
9)\(\int_{}^{} 3x^2* \tg (5x^3-7)dx\)