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This set of Symbolic Logic Multiple Choice Questions & Answers (MCQs) focuses on Symbolic Logic Set 16

Q1 | Name the rule of inference( p . q ) ≡ ( q . p )
  • Distribution
  • Commutation
  • Association
  • Exportation
Q2 | If (∃x ) ~ Mx is true , then (x) Mx is _____________
  • valid
  • true
  • false
  • true or false
Q3 | If (x) ( H x Ͻ Mx ) is true, then (∃x ) ( H x . ~Mx ) is ___________
  • false
  • true or false
  • true
  • valid
Q4 | Bi-conditional statement is also called _____________
  • implication
  • material equivalence
  • material implication
  • logical equivalence
Q5 | The negation of p v q is symbolised as
  • ~p v q
  • p v ~q
  • ~(p v q)
  • ~ p v ~q
Q6 | Raju and Manu will both not win is symbolised as
  • ~ R v M
  • ~(R.M)
  • R v ~M
  • ~R.~M
Q7 | By using symbols, we can ___________the validity of an argument quickly andaccurately
  • combine
  • determine
  • deny
  • negation
Q8 | A statement can be replaced only by a statement logically __________to it .
  • different
  • vague
  • equivalent
  • contradiction
Q9 | By _______________, the left-hand conjunct can be switched over to the right-hand
  • association
  • distribution
  • exportation
  • commutation
Q10 | The negation of the conjunction of two statements is logically equivalent to __________ of their negation.
  • disjunction
  • conjunction
  • implication
  • negation
Q11 | Name the rule of replacement (P ≡ q)≡ [(p.q) v (~p.~q)]
  • Exportation
  • Material Equivalence
  • Transposition
  • Association
Q12 | If (∃x ) Mx is true, then (∃x ) ~Mx is ____________
  • true
  • true or false
  • valid
  • false
Q13 | Conjunction, Disjunction,Implication and biconditional are called Truth ________ connectives
  • contradictory
  • contrary
  • hidden
  • functional
Q14 | A general proposition is formed from a propositional function by placing either a universal or an existential __________before it.
  • variable
  • quantifier
  • reference
  • denotation