a)[latex]sqrt{24} + 3sqrt{48} - 2sqrt{75}[/latex] b)[latex](2sqrt{2} - 3sqrt{10})^{2}[/latex] c)[latex]sqrt[4]{frac{1}{16}}sqrt[3]{-frac{1}{8}}[/latex] d)[latex](sqrt[4]{frac{1}{16}})^{2} - sqrt[3]{-frac{1}{8}}[/latex]
40 PKT! DAJĘ NAJ Oblicz: a)[latex] sqrt{81} + sqrt{49} [/latex] b)[latex] sqrt{225} - sqrt{121} [/latex] c)[latex] 5sqrt{16} + 2sqrt{144} [/latex] d)[latex] frac{ sqrt{100}- sqrt{25} }{ sqrt{100}+ sqrt{25} }[/latex] e)[latex] frac{ sqrt{361}- sqrt{
40 PKT! DAJĘ NAJ Oblicz: a)[latex] sqrt{81} + sqrt{49} [/latex] b)[latex] sqrt{225} - sqrt{121} [/latex] c)[latex] 5sqrt{16} + 2sqrt{144} [/latex] d)[latex] frac{ sqrt{100}- sqrt{25} }{ sqrt{100}+ sqrt{25} }[/latex] e)[latex] frac{ sqrt{361}...
Oblicz. [latex]|sqrt{2}-sqrt{3}| * |3sqrt{2}-2sqrt{3}| [/latex] [latex]|frac{sqrt{2-2}}{4-3sqrt{2}}|[/latex]
Oblicz. [latex]|sqrt{2}-sqrt{3}| * |3sqrt{2}-2sqrt{3}| [/latex] [latex]|frac{sqrt{2-2}}{4-3sqrt{2}}|[/latex]...
20 pkt daje + naj ;D Wesołych świąt. Zbiór liczb rzeczywistych i jego podzbiory. Oblicz. 1)|3 + 2[latex]sqrt{3}[/latex]| 2) |[latex]|sqrt{2} - sqrt{3} | * |3 sqrt{2} - 2sqrt{3}|[/latex] 3) [latex]frac{1- sqrt{2}}{4- 3sqrt{2}}[/latex]
20 pkt daje + naj ;D Wesołych świąt. Zbiór liczb rzeczywistych i jego podzbiory. Oblicz. 1)|3 + 2[latex]sqrt{3}[/latex]| 2) |[latex]|sqrt{2} - sqrt{3} | * |3 sqrt{2} - 2sqrt{3}|[/latex] 3) [latex]frac{1- sqrt{2}}{4- 3sqrt{2}}[/latex]...
Oblicz: [latex](frac{2}{3}sqrt{6)}^{2} =[/latex] [latex]-3sqrt{15} * 2sqrt{15}=[/latex]
Oblicz: [latex](frac{2}{3}sqrt{6)}^{2} =[/latex] [latex]-3sqrt{15} * 2sqrt{15}=[/latex] ...
a)Sprawdź, że ([latex] (frac{2-sqrt{2}}{2+sqrt{3}})^{3}=frac{20-14sqrt{2}}{26+15sqrt{3}} [/latex] b)oblicz [latex]frac{3sqrt{6}(2+sqrt[3]{4})+2(1+9sqrt[3]{2})}{(sqrt{24}+2sqrt[3]{2})^{3}}[/latex] w b) powinnowyjść [latex]frac{1}{8}[/latex]
a)Sprawdź, że ([latex] (frac{2-sqrt{2}}{2+sqrt{3}})^{3}=frac{20-14sqrt{2}}{26+15sqrt{3}} [/latex] b)oblicz [latex]frac{3sqrt{6}(2+sqrt[3]{4})+2(1+9sqrt[3]{2})}{(sqrt{24}+2sqrt[3]{2})^{3}}[/latex] w b) powinnowyjść [latex]frac{1}{8}[/late...