Implication

Implication in logic, often expressed as "if A, then B," means that if the first statement (A) is true, the second statement (B) must also be true. For example, "If it rains, then the ground will be wet" suggests that rain leads to a wet ground. However, if it doesn't rain, we can't conclude anything about the ground; it might still be wet for other reasons. Implication highlights the conditional relationship between statements, emphasizing that the truth of one depends on the truth of another, but not vice versa.