67532-1234-3426-1232
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`@` `\text {Ans}`
`\downarrow`
\(\dfrac{253}{-254}=\dfrac{-253}{254}\)
\(-\dfrac{1234}{1232}=\dfrac{-617}{616}\)
Ta có: \(\dfrac{617}{616}>1\) ; \(\dfrac{253}{254}< 1\)
`=>`\(\dfrac{617}{616}>\dfrac{253}{254}\)
`=>`\(\dfrac{-617}{616}< \dfrac{-253}{254}\)
Vậy, \(\dfrac{253}{-254}>\dfrac{-1234}{1232}\).
\(MSC=254.1232\)
\(\dfrac{253}{-254}=\dfrac{-253}{254}=\dfrac{-253.1232}{254.1232}=\dfrac{\text{-311696}}{254.1232}\)
\(\dfrac{-1234}{1232}=\dfrac{-1234.254}{254.1232}=\dfrac{\text{-313436}}{254.1232}\)
mà \(\dfrac{\text{-313436}}{254.1232}< \dfrac{\text{-311696}}{254.1232}\)
\(\Rightarrow\dfrac{-1234}{1232}< \dfrac{253}{-254}\)
\(\)
=> 1110 . x = 1232 - 123
=> 1110 . x = 1109
=> x = 1109 : 1110
=> x = \(\dfrac{1109}{1110}\)
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