1) If |t-3|<1, then 2<t<4. In this case, t can only be an integer if it is 3, but we don't know if it's 3 or 2.5 or 3.5.
2) On its own, this statement doesn't tell us much. t could be any integer other than three or it could be any non-integer.
Combined, we know 2<t<4, but t is not 3, so it must be a non-integer.
D/S Explanation
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Source: Beat The GMAT — Data Sufficiency |
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vzzai
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IMHO, The answer is C.
1) 2 < t < 4 ('t' can be a integer of a fraction)
2) 't' can be integer or any number other than 3
Combined : We could say that 't' is a fraction/non-integer.
Please publish OA.
1) 2 < t < 4 ('t' can be a integer of a fraction)
2) 't' can be integer or any number other than 3
Combined : We could say that 't' is a fraction/non-integer.
Please publish OA.
Thank you,
Vj
Vj












