Obtenha a fração irredutível equivalente a :
a) 0,262626...
b) 2,176176176 ...
c) 0,8474747...
d) 0,12666...
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a) x=0,262626... 100x-x= 26,2626... - 0,2626...
10x= 2,6262... 99x= 26
100x= 26,2626... x= 26/99
b) x=2,176... 1000x-x= 2176, 176...-2,176..
10x= 21, 76176... 999x= 2174
100x=217, 6176... x= 2174/999
1000x= 2176, 176...
c) x=0,84747... 1000x-10x= 847, 4747...-8, 4747...
10x=8, 4747... 990x= 839
100x= 84,7474... x= 839/990
1000x= 847, 4747...
d)x=0,1266 1000x-100x= 126,666...- 12,666...
10x= 1,2666 900x= 114
100x=12,666 x = 114/900
1000x= 126,666
10x= 2,6262... 99x= 26
100x= 26,2626... x= 26/99
b) x=2,176... 1000x-x= 2176, 176...-2,176..
10x= 21, 76176... 999x= 2174
100x=217, 6176... x= 2174/999
1000x= 2176, 176...
c) x=0,84747... 1000x-10x= 847, 4747...-8, 4747...
10x=8, 4747... 990x= 839
100x= 84,7474... x= 839/990
1000x= 847, 4747...
d)x=0,1266 1000x-100x= 126,666...- 12,666...
10x= 1,2666 900x= 114
100x=12,666 x = 114/900
1000x= 126,666
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