asked 118k views
1 vote
The compound propositions (p → q) → r and p → (q → r) are not logically equivalent because _____.

A. when p, q, and r are all false, (p → q) → r is false, but p → (q → r) is true
B. when p, q, and r are all false, both (p → q) → r and p → (q → r) are true
C. when p, q, and r are all true, (p → q) → r is false, but p → (q → r) is true
D. when p, q, and r are all false, both (p → q) → r and p → (q → r) are false

asked
User JANVI
by
7.7k points

1 Answer

3 votes

It's A.................

The compound propositions (p → q) → r and p → (q → r) are not logically equivalent-example-1
answered
User Boba Fit
by
7.9k points
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