Symbolic Logic Set 13

Bachelor of Arts in Philosophy (BA Philosophy),

Master of Arts in Philosophy (MA Philosophy)

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This set of Symbolic Logic Multiple Choice Questions & Answers (MCQs) focuses on Symbolic Logic Set 13

Q1 | If x) Mx is true, then (∃ x) Mx is …………………
Q2 | If x) Mx is true, then (∃ x ) Mx is …………………
Q3 | If x) Mx is true, then x) Mx is …………………
Q4 | If x) Mx is false, then x) Mx is …………………
Q5 | If x) Mx is false, then (∃ x) Mx is …………………
Q6 | If x) Mx is false, then (∃ x ) Mx is …………………
Q7 | If (∃ x ) Mx is true, then x) Mx is …………………
Q8 | If (∃ x ) Mx is true, then x) Mx is …………………
Q9 | If (∃ x ) Mx is true, then (∃ x ) Mx is …………………
Q10 | If (∃ x ) Mx is false, then x) Mx is …………………
Q11 | If (∃ x ) Mx is false, then x) Mx is …………………
Q12 | If (∃ x ) Mx is false, then (∃ x ) Mx is …………………
Q13 | If (∃ x ) Mx is true , then x) Mx is …………………
Q14 | If (∃ x ) Mx is true , then x) Mx is …………………
Q15 | If (∃ x ) Mx is true, then (∃ x ) Mx is …………………
Q16 | If (∃ x ) Mx is false, then x) Mx is …………………
Q17 | If (∃ x ) Mx is false, then x) Mx is …………………
Q18 | If (∃ x ) Mx is false, then (∃ x ) Mx is …………………
Q19 | If (x) ( H x Ͻ Mx ) is true, then (∃ x ) x . Mx ) is …………………
Q20 | If (x) ( H x Ͻ Mx ) is false , then (∃ x ) x . Mx ) is …………………………
Q21 | If (x) ( H x Ͻ Mx) is true, then (∃ x ) x . Mx ) is……………………….
Q22 | If (x) ( H x Ͻ Mx ) is false , then (∃ x ) x . Mx ) is ……………………….
Q23 | If (∃ x ) ( H x . Mx ) is true, then (x) ( H x Ͻ Mx ) is …………………
Q24 | If (∃ x ) ( H x . Mx ) is false , then (x) ( H x Ͻ Mx ) is …………………
Q25 | If (∃ x ) x . Mx ) is true, then (x) ( H x Ͻ Mx ) is ………………..
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