(0,027)⁻⅓ - (- jedna szósta)⁻½ + (256)¾ - 3⁻¹ +(5,5)⁰ =

(0,027)⁻⅓ - (- jedna szósta)⁻½ + (256)¾ - 3⁻¹ +(5,5)⁰ = [latex](0,027)^{-frac{1}{3}}-(-frac{1}{6})^{-frac{1}{2}}+(256)^{frac{3}{4}}-3^{-1}+(5,5)^{0}= \ frac{1}{sqrt{0,027}}-(-frac{1}{sqrt{frac{1}{6}}})+(sqrt[4]{256})^{3}-frac{1}{3}+1= \ frac{1}{0,3}-(-sqrt{6})+4^{3}-frac{1}{3}+1= \ frac{10}{3}+sqrt{6}+64-frac{1}{3}+1= \ frac{10}{3}-frac{1}{3}+65+sqrt{6}=\ frac{9}{3}+65+sqrt{6}=\ 3+65+sqrt{6}=\ 68+sqrt{6}[/latex]