Write a pair of irrational numbers whose product is rational.

Write in ascending order

$3\sqrt{5}$ and $4\sqrt{3}$

Write in ascending order

$2\sqrt[3]{5}$ and $3\sqrt[3]{2}$

Write in ascending order

$6\sqrt{5}, 7\sqrt{3}$ and $8\sqrt{2}$

Write in descending order

$2\sqrt[4]{6}$ and $3\sqrt[4]{2}$

Write in descending order

$7\sqrt{3}$ and $3\sqrt{7}$

Compare

$\sqrt[6]{15}$ and $\sqrt[4]{12}$

Compare

$\sqrt{24}$ and $\sqrt[3]{35}$

insert two irrational numbers between $5$ and $6$.