Final answer:
The student's question focuses on creating a truth table for a valid argument form in propositional logic, specifically modus ponens, which is a type of valid deductive inference.
Step-by-step explanation:
The question involves creating a truth table for an argument form in propositional logic. This area of logic deals with propositions and their truth values, and how they combine through logical operators to form more complex statements. The statement forms used to represent the argument include conditional statements and universal affirmatives that express necessity and sufficiency.
A common argument form mentioned is modus ponens. In this form, if the first premise (“P > Q”) is true, which states that P is sufficient for Q, and the second premise (P) is true, then the conclusion (Q) follows necessarily. This type of argument is an example of valid deductive inferences, where the logical structure of the argument ensures the truth of the conclusion given that the premises are true.
Overall, the creation of a truth table for such an argument involves listing all possible truth values for the premises and determining the resulting truth values of the conclusion, illustrating the validity of the argument form.