Tip:A–D to answerE for explanationV for videoS to reveal answer
The negation of the statement ((A∧(B∨C))⇒(A∨B))⇒A is:
- A.
equivalent to B∨∼C
- B.
a fallacy
- C.
equivalent to ∼C
- D.
equivalent to ∼A
(Correct Answer)
Correct Answer: equivalent to ∼A
Explanation
Since, we know that p⇒q=∼p∨q
So ((A∧(B∨C))⇒(A∨B))⇒A
Hence, Negation of ((A∧(B∨C))⇒(A∨B))⇒A is ∼A.
Correct Option: (4) equivalent to ∼A
Explanation
Since, we know that p⇒q=∼p∨q
So ((A∧(B∨C))⇒(A∨B))⇒A
Hence, Negation of ((A∧(B∨C))⇒(A∨B))⇒A is ∼A.
Correct Option: (4) equivalent to ∼A
