ineedhelpnow Messages 649 Reaction score 0 Thread starter Jul 9, 2014 #1 $[\sqrt{4+\pi^2}-2\ln\left({\frac{2+\sqrt{4+\pi^2}}{2}}\right)]-[\sqrt{4+\pi^2/9}-2\ln\left({\frac{2+\sqrt{4+\pi^2/9}}{2}}\right)]$
$[\sqrt{4+\pi^2}-2\ln\left({\frac{2+\sqrt{4+\pi^2}}{2}}\right)]-[\sqrt{4+\pi^2/9}-2\ln\left({\frac{2+\sqrt{4+\pi^2/9}}{2}}\right)]$
Ackbach Gold Member MHB Messages 4,148 Reaction score 94 Jul 9, 2014 #2 The only thing you can do is combine the logarithms using the logarithm rules.
soroban Messages 191 Reaction score 0 Jul 11, 2014 #3 Hello, ineedhelpnow! You wrote [tex]\;4 + \pi^2/9[/tex] Does that mean: [tex]\:4 + \frac{\pi^2}{9}\,\text{ or }\,\frac{4+\pi^2}{9}\,?[/tex]
Hello, ineedhelpnow! You wrote [tex]\;4 + \pi^2/9[/tex] Does that mean: [tex]\:4 + \frac{\pi^2}{9}\,\text{ or }\,\frac{4+\pi^2}{9}\,?[/tex]