(2√5-1)/3 ( 4√3-3)/3 сравнить без калькулятора

Решите задачу:

$(2 \sqrt{5} -1)/3 \ \textless \ \ \textgreater \ ( 4 \sqrt{3} -3)/3 \\ 2 \sqrt{5} -1 \ \textless \ \ \textgreater \ 4 \sqrt{3} -3 \\ 2 \sqrt{5} \ \textless \ \ \textgreater \ 4 \sqrt{3} -2 \\ \sqrt{5} \ \textless \ \ \textgreater \ 2 \sqrt{3} -1 \\ 5 \ \textless \ \ \textgreater \ (2 \sqrt{3} -1)^2 \\ 5 \ \textless \ \ \textgreater \ 4*3+1-4 \sqrt{3} \\ 5 \ \textless \ \ \textgreater \ 13-4 \sqrt{3} \\ 4 \sqrt{3} \ \textless \ \ \textgreater \ 8 \\ \sqrt{3} \ \textless \ \ \textgreater \ 2 \\ 3 \ \textless \ \ \textgreater \ 2^2 \\ 3\ \textless \ \ \textgreater \ 4 \\ 3\ \textless \ 4 \\ (2 \sqrt{5} -1)/3 \ \textless \ ( 4 \sqrt{3} -3)/3$