Which of the following is a negation for “For any integer n, if n is composite, then n is even or n > 2.”
(a) For any integer n, if n is composite, then n is not even or n ? 2.
(b) For any integer n, if n is not composite, then n is not even or n ? 2.
(c) For any integer n, if n is not composite, then n is not even and n ? 2.
(d) For any integer n, if n is not composite, then n is even and n ? 2.
(e) For any integer n, if n is not composite, then n is not even and n ? 2.
(f) There exists an integer n such that if n is composite, then n is not even and n ? 2.
(g) There exists an integer n such that n is composite and n is not even and n ? 2.
(h) There exists an integer n such that if n is not composite, then n is not even and n ? 2.
(i) There exists an integer n such that n is composite and n is even and n ? 2.
(j) There exists an integer n such that if n is not composite, then n is not even or n ? 2.
(g) There exists an integer n such that n is composite and n is not even and n ? 2.
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