Fill in all the justifications to complete this formal proof, following all conventions from the textbook. 1. Ax~Q(x) 2. Ax(Q(x)vR(x)) 3. @n Premise Premise 4. | ~Q(n) 5. | Q(n)vR(n) 6. || Q(n) 7. || # 8. || R(n) 9. || R(n) 10. | R(n) 11. AxR(x) Complete this formal proof, following all conventions from the textbook. Pay attention to the subproofs to see how we solved it. 1. Ax~Q(x) 2.1 3.|| 4.|| 5.|| 6.11 7.1 8. Ax~(Q(x)&R(x)) Premise

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