Каждую десятичную дробь записываем в виде дроби со знаменателем 10, 100, 1000 и т. д., затем сокращаем.
- \(1{,}25=\frac{125}{100}=\frac54\);
- \(0{,}12=\frac{12}{100}=\frac3{25}\);
- \(0{,}85=\frac{85}{100}=\frac{17}{20}\);
- \(0{,}58=\frac{58}{100}=\frac{29}{50}\);
- \(6{,}008=\frac{6008}{1000}=\frac{751}{125}\);
- \(9{,}033=\frac{9033}{1000}\);
- \(12{,}016=\frac{12016}{1000}=\frac{1502}{125}\);
- \(5{,}0025=\frac{50025}{10000}=\frac{2001}{400}\);
- \(4{,}55=\frac{455}{100}=\frac{91}{20}\);
- \(5{,}272=\frac{5272}{1000}=\frac{659}{125}\);
- \(5{,}385=\frac{5385}{1000}=\frac{1077}{200}\);
- \(0{,}0012=\frac{12}{10000}=\frac3{2500}\);
- \(18{,}020505=\frac{18020505}{1000000}=\frac{3604101}{200000}\);
- \(1{,}0625=\frac{10625}{10000}=\frac{17}{16}\);
- \(3{,}02=\frac{302}{100}=\frac{151}{50}\).
Ответ: а) \(\frac54\); б) \(\frac3{25}\); в) \(\frac{17}{20}\); г) \(\frac{29}{50}\); д) \(\frac{751}{125}\); е) \(\frac{9033}{1000}\); ё) \(\frac{1502}{125}\); ж) \(\frac{2001}{400}\); з) \(\frac{91}{20}\); и) \(\frac{659}{125}\); й) \(\frac{1077}{200}\); к) \(\frac3{2500}\); л) \(\frac{3604101}{200000}\); м) \(\frac{17}{16}\); н) \(\frac{151}{50}\).