Question: Using what you know about biconditionals, determine whether (p E q) E r is logically equivalent to p E (q = r). ' Yes, because

 Using what you know about biconditionals, determine whether (p E q)
E r is logically equivalent to p E (q = r). '

Using what you know about biconditionals, determine whether (p E q) E r is logically equivalent to p E (q = r). ' Yes, because they both have the same truth table. Yes, because E is like an equal sign and if all three components are equal, it doesn't matter how we group them. Yes, because the placement of parentheses never makes a difference in logic. No, because they do not have the same truth table. " No, because there was not equivalence with conditionals, and biconditionals are simply a special kind of conditional

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