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The following proposition is given. If n is an integer that is a multiple of 12, then n is an integer that is a multiple of 6 and a multiple of 2 . . . . . . a. Select the converse of the given statement. O If n is an integer that is a multiple of 2 and a multiple of 12, then n is an integer that is a multiple of 6. O If n is an integer that is a multiple of 6 and a multiple of 2, then n is an integer that is a multiple of 12. O If n is an integer that is a multiple of 12, then n is an integer that is a multiple of 6 and a multiple of 2. O None of the above. b. Select the contrapositive of the given statement. O If n is not an integer that is a multiple of 6 and a multiple of 2, then n is not an integer that is a multiple of 12. O If n is not an integer that is a multiple of 12, then n is not an integer that is a multiple of 6 and a multiple of 2. O If n is an integer that is a multiple of 6 and a multiple of 2, then n is an integer that is a multiple of 12. O None of the above