Rationalize the denominator. $$ \sqrt{\frac{13 x}{19 y}} $$ $$ \sqrt{\frac{13 x}{19 y}}=\square $$ (Type an exact answer, using radical as needed.)

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Calculate or simplify the expression $$ \sqrt{\frac{13x}{19y}} $$.
Simplify the expression by following steps:
- step0: Solution:
  $$\sqrt{\frac{13x}{19y}}$$
- step1: Use the properties of radicals:
  $$\frac{\sqrt{13x}}{\sqrt{19y}}$$
- step2: Simplify:
  $$\frac{\sqrt{247xy}}{19y}$$
The rationalized form of $$ \sqrt{\frac{13x}{19y}} $$ is $$ \frac{\sqrt{247xy}}{19y} $$.
$$ \sqrt{\frac{13x}{19y}} = \frac{\sqrt{247xy}}{19y} $$

Rationalize the denominator.

(Type an exact answer, using radical as needed.)

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Rationalize the denominator. (Type an exact answer, using radical as needed.)