\(\overline{1a,26}+\overline{4,b4}+\overline{5,7c}=10,26+a+4,04+\overline{0,b}+5,70+\overline{0,0c}\)
\(=\left(10,26+4,04+5,70\right)+\left(a+\overline{0,b}+\overline{0,0c}\right)\)
\(=20+\overline{a,bc}>\overline{a,bc}+1999\)
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Ta có: \(1a,26+4,b4+5,7c=10,26+a+4,04+0,b+5,7+0,0c\)
\(=a,bc+10,26+4,04+5,7=a,bc+30\)
Vì \(20>19,99\)nên \(a,bc+19,99< a,bc+20\)
Hay \(1a,26+4,b4+5,7c>a,bc+19,99\)
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