C-04-Q057mediumsingle_mcq51/35^{1/3}51/3 is written as—a5\sqrt{5}5b53\sqrt[3]{5}35c35\sqrt[5]{3}53d535^353ব্যাখ্যাA fractional exponent of 13\tfrac{1}{3}31 denotes the cube root, so 51/3=535^{1/3} = \sqrt[3]{5}51/3=35.