Find the cube root of  $2.197$

Find the cube root of  $-0.729$

Find the cube root of  $0.039304$

Find the cube root of $-0.005832$

Prove that:

$\sqrt[3]{8}\times \sqrt[3]{27}=\sqrt[3]{8\times 27}$

Prove that:

$\sqrt[3]{125}\times \sqrt[3]{216}=\sqrt[3]{125\times 216}$

Prove that:

$\sqrt[3]{-512\times 343}=\sqrt[3]{-512}\times \sqrt[3]{343}$

Prove that:

$\sqrt[3]{-729\times (-1,000)}=\sqrt[3]{-729}\times \sqrt[3]{-1,000}$

Evaluate the following:

$\sqrt[3]{8\times 1,331}$