Rozwiąż równanie: ((((1-8x)∙4)∙8-1)∙8+1)∙8+1=1993
{{[(1-8x)4]8-1}8+1}8+1=1993{{[4-32x]8-1}8+1}8=1992{{32-256x -1}8+1=249
{31-256x}8=248
31-256x=31256x=0
x=0
((((1-8x)∙4)∙8-1)∙8+1)∙8+1=1993
(((4-32x)*8-1)*8+1)*8+1=1993
((32-4-256x+32x)*8+1)*8+1=1993
((28-224x)*8+1)*8+1=1993
(224+28-1792x-224x)*8+1=1993
(252-2016x)*8+1=1993
2016+252-16128x-2016x=1993
2268-18144x=1993|-2268
-18144x=-275
x=0,0151565255731922
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{{[(1-8x)4]8-1}8+1}8+1=1993
{{[4-32x]8-1}8+1}8=1992
{{32-256x -1}8+1=249
{31-256x}8=248
31-256x=31
256x=0
x=0
((((1-8x)∙4)∙8-1)∙8+1)∙8+1=1993
(((4-32x)*8-1)*8+1)*8+1=1993
((32-4-256x+32x)*8+1)*8+1=1993
((28-224x)*8+1)*8+1=1993
(224+28-1792x-224x)*8+1=1993
(252-2016x)*8+1=1993
2016+252-16128x-2016x=1993
2268-18144x=1993|-2268
-18144x=-275
x=0,0151565255731922