Rationalize the denominator of the following expression.
$\(\frac{3+\sqrt5}{2\sqrt{17}\)+5\(\sqrt\)2}$

$\(\frac{6\sqrt{17}\)+2\(\sqrt{85}\)-15\(\sqrt\)2-5\(\sqrt{10}\)}{18}$

$\(\frac{6\sqrt{17}\)+2\(\sqrt{85}\)-15\(\sqrt\)2+5\(\sqrt{10}\)}{18}$

$\(\frac{6\sqrt{17}\)+2\(\sqrt{85}\)+15\(\sqrt\)2-5\(\sqrt{10}\)}{18}$

$\(\frac{6\sqrt{17}\)+2\(\sqrt{85}\)+15\(\sqrt\)2+5\(\sqrt{10}\)}{18}$