`\sqrt{33}+\sqrt{22}=\sqrt{3.11}+\sqrt{2.11}=\sqrt{11}(\sqrt{3}+\sqrt{2})`
`\sqrt{15}-\sqrt{6}=\sqrt{3.5}-\sqrt{3.2}=\sqrt{3}(\sqrt{5}-\sqrt{2})`
`10+2\sqrt{10}=\sqrt{10}(\sqrt{10}+2)`
`2\sqrt{3}-15=2\sqrt{3}-(sqrt{3}.\sqrt{5})(sqrt{3}.\sqrt{5})`
`=\sqrt{3}[2-\sqrt{5}(sqrt{3}.\sqrt{5})]`
`=\sqrt{3}.(2-5\sqrt{3})`