Номер 484 решите уравнение целых1/8=10целых2/9;2)х+29целых7/8=51целая5/12;3)11целых1/12-х=9целых1/8;4)60целых3/14-х=41целая4/21;5)77целых4/15-х=59целых8/9;6)61целая5/8-х=52целых1/6.
Номер 484 решите уравнение целых1/8=10целых2/9; 2)х+29целых7/8=51целая5/12; 3)11целых1/12-х=9целых1/8; 4)60целых3/14-х=41целая4/21; 5)77целых4/15-х=59целых8/9; 6)61целая5/8-х=52целых1/6.
вот на фото решение
Пошаговое объяснение:
в конце написано х=17 целых 17/45
1)
x =
x =
x =
x =
2)
x =
x =
x =
x =
3)
-x =
-x =
x =
4)
-x =
-x =
x =
5)
-x =
-x =
x =
6)
-x =
-x =
x =