SOLUTION: Proof using rules of implication and replacement.
1. T v S
2. ~T
3. (S v S) ⊃ (~P v R) /~R ⊃~P
Thank you!!
Algebra ->
Proofs
-> SOLUTION: Proof using rules of implication and replacement.
1. T v S
2. ~T
3. (S v S) ⊃ (~P v R) /~R ⊃~P
Thank you!!
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1. T v S
2. ~T
3. (S v S) ⊃ (~P v R) /~R ⊃~P
4. S 1,2, Disjunctive Syllogism
5. S v S 4, Addition
6. ~P v R 3, Modus Ponens
7. P ⊃ R 6, Material Implication
8. ~R ⊃ ~P 7, Transposition
Edwin