Переводим смешанные дроби в неправильные:
1) (x - \frac{48}{13}) + \frac{75}{13} = \frac{160}{13}
(x - \frac{48}{13}) = \frac{160}{13} - \frac{75}{13}
(x-\frac{48}{13}) = \frac{85}{13}
x = \frac{85}{13} + \frac{48}{13}
x = \frac{133}{13}
2) (\frac{57}{16} - y) + \frac{73}{16} = \frac{87}{16}
(\frac{57}{16} - y) = \frac{87}{16} - \frac{73}{16}
(\frac{57}{16} - y) = \frac{14}{16}
y = \frac{14}{16} + \frac{57}{16}
y = \frac{71}{16}
y = 4,4375
3) \frac{367}{27} + (x-\frac{71}{27}) = \frac{815}{27}
(x-\frac{71}{27}) = \frac{815}{27} - \frac{367}{27}
(x-\frac{71}{27}) = \frac{448}{27}
x = \frac{448}{27} + \frac{71}{27}
x = \frac{519}{27}
4) (y - \frac{54}{25}) + \frac{107}{25} = \frac{356}{25}
(y - \frac{54}{25}) = \frac{356}{25} - \frac{107}{25}
(y-\frac{54}{25}) = \frac{249}{25}
y = \frac{249}{25} + \frac{54}{25}
y = \frac{303}{25}
y = 12,12
Пошаговое объяснение:
3)-333/2268-83/84=(-333-83*27)/ 2268=-(333+2241)/2268=-2574 /2268=-1.306/2268 4)3/5:7/8=24/35, 5)48:24/35=48*35/24=2*35=70, 6) - 1.306/2268*70=
=-2574*70/2268=-180180/2268=-79.1008/2268, 7)19/26+14/39=(19*39+14*26)/1014=
=(741+364)/1014=1105/1014=1.91/1014, 8)1.91/1014-1/6=(3315-507)/3042=
=2808/3042=468/507, 9)8.4/7:12/35=60/7:12/35=60*35/7*12=25,
10)54.1/6:25=325/6:25=333/6=111/2=55,5, 11)(468/507)*55,5= 468*111/507*2=
51948/1014=51.234/1014, 12) (-79.1008/2268)* 51.234/1014=(-180180/2268)*51948/1014=- 9359990640/2299752=-4070.
Переводим смешанные дроби в неправильные:
1) (x - \frac{48}{13}) + \frac{75}{13} = \frac{160}{13}
(x - \frac{48}{13}) = \frac{160}{13} - \frac{75}{13}
(x-\frac{48}{13}) = \frac{85}{13}
x = \frac{85}{13} + \frac{48}{13}
x = \frac{133}{13}
2) (\frac{57}{16} - y) + \frac{73}{16} = \frac{87}{16}
(\frac{57}{16} - y) = \frac{87}{16} - \frac{73}{16}
(\frac{57}{16} - y) = \frac{14}{16}
y = \frac{14}{16} + \frac{57}{16}
y = \frac{71}{16}
y = 4,4375
3) \frac{367}{27} + (x-\frac{71}{27}) = \frac{815}{27}
(x-\frac{71}{27}) = \frac{815}{27} - \frac{367}{27}
(x-\frac{71}{27}) = \frac{448}{27}
x = \frac{448}{27} + \frac{71}{27}
x = \frac{519}{27}
4) (y - \frac{54}{25}) + \frac{107}{25} = \frac{356}{25}
(y - \frac{54}{25}) = \frac{356}{25} - \frac{107}{25}
(y-\frac{54}{25}) = \frac{249}{25}
y = \frac{249}{25} + \frac{54}{25}
y = \frac{303}{25}
y = 12,12
Пошаговое объяснение: