InterviewSolution
Saved Bookmarks
| 1. |
The statement p → (q →p) is equivalent to(a) p →(p→q)(b) p→(p v q)(c) p→(p ∧ q)(d) p→(p ∧ q) |
|
Answer» Correct option (b) p→(p v q) Explanation: p→ (q→p) = ~ p v (q → p) = ~ p v (~q v p) since p v ~ p is always true = ~ p v p v q = p→ (p v q) |
|