Ta có:
$(4+\sqrt{15})(\sqrt{10} - \sqrt{6})\sqrt{4- \sqrt{15}}$
= $\sqrt{4 + \sqrt{15}}\sqrt{(4+\sqrt{15})(4-\sqrt{15})}(\sqrt{10} - \sqrt{6})$
= $\sqrt{4 + \sqrt{15}} (\sqrt{10} - \sqrt{6})$
= $\sqrt{(4+\sqrt{15})(\sqrt{10} - \sqrt{6})^2}$
= $\sqrt{(4+\sqrt{15}). 4 (4 - \sqrt{15})}$
= 2