Rationalize the denominator of the following expression.
$\(\frac{8\sqrt{a}\)}{11\(\sqrt{2a}\)+\(\sqrt{b}\)}$

$\(\frac{88a\sqrt2+8\sqrt{ab}\)}{22a-b}$

$\(\frac{88a\sqrt2+8\sqrt{ab}\)}{242a-b}$

$\(\frac{88a\sqrt2-8\sqrt{ab}\)}{22a-b}$

$\(\frac{88a\sqrt2-8\sqrt{ab}\)}{242a-b}$