Need assistance with the following textbook exercises (noted by A, B, C)A)
Textbook Exercises 7.4: 1-10
Using the predicates listed for each assertion, “translate” each of the following into quantified logical form.
Textbook Exercises 7.6: 5-9
Translate each of the following arguments into quantified form and prove that each is valid using natural deduction. The letters that follow each argument give the predicate letters to use in symbolizing the argument.
Textbook Exercises 7.9.1, 7.9.2: 6-12, 7.9.3: 1-6
7.9.1. Prove the following syllogisms valid first using natural deduction and then using the method of tableaux:
First Figure, Moods EAE, EIO
Second Figure, Moods AEE, AOO
Third Figure, Moods AII, OAO
Fourth Figure, Moods AEE, IAI
7.9.2. Construct formal proofs for all the arguments below. Use equivalence rules, truth functional arguments, and the rules of instantiation and generalization. These may also be proven using the method of tableaux.
7.9.3. Using the method of tableaux, give an assignment of values for the predicates of each argument that shows that each argument is invalid.
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