- #1
kari82
- 37
- 0
Find the integral
∫(3^(2x))/(1 + 3^(2x)) dx
so I have that u= 1+3^(2x) and du=2ln3[3^(2x)]
I=1/(2ln3)∫3^(2x)(2)(ln3)/(1 + 3^(2x)) dx
Can anyone help me solve this please?
∫(3^(2x))/(1 + 3^(2x)) dx
so I have that u= 1+3^(2x) and du=2ln3[3^(2x)]
I=1/(2ln3)∫3^(2x)(2)(ln3)/(1 + 3^(2x)) dx
Can anyone help me solve this please?