Which best describes the meaning of the statement "If A, then B"? A. If A is false, then B might be false. B. If A is false, then B must be false. C. If A is true, then B must be true. D. If A is true, then B might be true.
In mathematics, the statement if a, then b, says that if a is true, then be is true. If you think about it, this makes sense too. That means that the answer is C., because of the definition of the statement.
