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  • ulm wrote:I suppose it could be (D).We are told that \(x\) is an integer.So, from (1) we have \(x<-1\) and \(x>1/2\), but if x is an int, so second part turns to be \(x>1\).The same logic for (2)\(x<-1/2\) and \(x>1\) turns into \(x<-1\) and \(x>1\)OA for this question is C, not D.x>1/2 and x=integer means that x can be any integer more than 1/2: 1, 2, 3, ... so x could still equal to 1 for statem
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