\(220,33-\overline{ab,cd}=\overline{abc,d}\)
\(\left(220,33-\overline{ab,cd}\right)\times100=abc\times100\)
\(22033-\overline{abcd}=\overline{abcd}\times10\)
\(22033=\overline{abcd}\times10+\overline{abcd}\)
\(22033=\overline{abcd}\times11\)
\(\overline{abcd=}22033\div11=2003\)
\(\overline{90a,bc}\div\overline{a,bc}=721\)
\(\overline{90a,bc}=721\times\overline{abc}\)
\(\overline{90abc}=721\times\overline{abc}\)
\(90000+\overline{abc}=721\times\overline{abc}\)
\(90000=721\times\overline{abc}-\overline{abc}\)
\(90000=720\times\overline{abc}\)
\(\Rightarrow\overline{abc}=\frac{90000}{720}=125\)