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→ (qp) = ~ 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)



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