[tex]a)\\(\sqrt[3]7)^3+(\sqrt{11})^2=7+11=18\\b)\\(\sqrt{23})^2-\sqrt[3]{13^3}=23-13=20\\c)\\(\sqrt[3]4)^3+(\sqrt5)^2=4+5=9\\d) \\(3\sqrt7)^2-(3\sqrt[3]5)^3=9*7-27*5=63-135=-72\\e) \\4(\sqrt[3]{10})^3+(2\sqrt3)^2=4*10+4*3=40+12=52\\f)\\(\sqrt[3]5)^6-(\sqrt2)^6=\sqrt[3]{5^6}-\sqrt{2^6}=\sqrt[3]{(5^2)^3}-\sqrt{(2^3)^2}=5^2-2^3=25-8=17[/tex]
