Q: Which of the following statements about necessary and sufficient conditions in logic are correct?
(A) If we say “p is sufficient for q”, then the appropriate symbolic representation is p → q;
(B) If we say “p is necessary for q”, then the appropriate symbolic representation is q → p;
(C) Confusing necessary and sufficient conditions can lead to reasoning errors in NET questions;
(D) The statements “p is sufficient for q” and “p is necessary for q” always mean exactly the same thing;
(E) The contrapositive of “p is sufficient for q” is “q is sufficient for p”;
Choose the correct answer from the options given below:

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