Question

"If a zic is a zac, then a zic is not a zoc."
If the statement is true, then which of the following statements must also be true?

• A. "If a zic is a zoc, then a zic is not a zac."
• B. "If a zic is not a zac, then a zic is a zoc."
• C. "If a zic is not a zoc, then a zic is a zac."
• D. If a zic is not a zoc, then a zoc is not a zac."
• E. "If a zoc is a zic, then a zic is a zac."

Answer 1

The correct option is A "If a zic is a zoc, then a zic is not a zac."

Given "If a zic is a zac, then a zic is not a zoc."

If the statement is true, then which of the following statements must also be true?

(A)"If a zic is a zoc, then a zic is not a zac." is the true statement because Zac and Zoc are same

(B)"If a zic is not a zac, then a zic is a zoc." is the negative sance then not true

(C)"If a zic is not a zoc, then a zic is a zac."is the negative sance then not true

(D)If a zic is not a zoc, then a zoc is not a zac."is the negative sance then not true

(E)"If a zoc is a zic, then a zic is a zac." because zoc and zic not same

Then (A) is write answer