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Sprendimas:
$$\frac{2}{3+\sqrt {3}} = $$ $$\frac{2\cdot (3-\sqrt {3})}{(3+\sqrt {3})\cdot (3-\sqrt {3})} = $$ $$\frac{2\cdot (3-\sqrt {3})}{3^{2}-\sqrt {3}^{2}} = $$ $$\frac{2\cdot (3-\sqrt {3})}{9-3} = $$ $$\frac{2\cdot (3-\sqrt {3})}{6} = $$ $$\frac{3-\sqrt {3}}{3}$$
Atsakymas: B $$\frac{3-\sqrt {3}}{3}$$
4 uždavinys6 uždavinys