A cylinder having base radius equal to its height, right circular cone whose radius is equal to its height and a hemisphere are given. All of them have the same volumes. What will be the ratio of their respective radius?
1
\(\sqrt[3]{3}:1:\sqrt[3]{2}\)
2
\(1:\sqrt[3]{2}:\sqrt[3]{2}\)
3
\(\sqrt[3]{2}:\sqrt[3]{6}:\sqrt[3]{3}\)
4
\(\sqrt[3]{4}:\sqrt[3]{6}:\sqrt[2]{3}\)