A From a < b it follows that a + c < b + c for every real c
B From a < b it follows that a + c ≤ b + c only if c ≥ 0
C From a < b it follows that a + c > b + c if c < 0
D From a < b it follows that a − c < b − c only if c > 0
Correct Answer: Option A
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