If the truth value of the Boolean expression is false, then the truth values of the statements respectively can be:

Question

If the truth value of the Boolean expression  is false, then the truth values of the statements  respectively can be:

Canvas Classes · Accepted Answer

🧠 Antecedent True Locks Three Variables in Two Lines

The statement . Implication False means antecedent True and consequent False.

Antecedent True: all three pieces of the AND must be True.
- .
- . With , this requires  (because  only when ).
- . With , this requires .

Consequent False: . ✓ Consistent.

So . That is "TFF" — option (b).

This is the habit: when the antecedent is a chain of ANDs, solve each AND-piece in turn. Start with the simplest (often a single variable like ), then propag

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