(3^0,5-5^0,5)²:((2-15^0,25)(2+15^0,25))=
=((3^0,5)²-2*((3*5)^0,5)+(5^0,5)²):(2²-(15^0,25)²)=(3-2√15+5):(4-√15)=
=(8-2√15):(4-√15)=2*(4-√15)/(4-√15)=2.
![(3^{0,5}-5^{0,5})^2:(2-15^{0,25})(2+15^{0,25})=\\\\=(\sqrt3-\sqrt5)^2:(2-\sqrt[4]{15})(2+\sqrt[4]{15})=\frac{3-2\sqrt{15}+5}{4-\sqrt[4]{15^2}}=\frac{8-2\sqrt{15}}{4-\sqrt{15}}=\\\\=\frac{2\cdot (4-\sqrt{15})}{4-\sqrt{15}}=2](/tpl/images/0943/5751/f62a9.png)
