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(Solved): 1. (QP)&(PQ) Premise 2. IP Assume Line \&Elim;1 3. IIQ>P & ...



1. \( (\sim \mathbf{Q}-\sim \mathrm{P}) \&(\sim \mathrm{P}-\sim \mathrm{Q}) \)
Premise
2. \( \mathrm{IP} \)
Assume
Line
\&Eli

1. Premise 2. Assume Line \&Elim;1 3. Intro;2,3 Line Row 4. II Q ->Elim;3,4 Line Row 5. II P Elim; 4 Line Row 6. II Q \#Intro;4,6 7. II \# Assume Line Row 8. IIIQ 9. III 10. III 11. I P Line Line Sub Row 12. Intro; Line Entire proof


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This appears to be a sequence of steps in a proof using natural deduction rules in propo
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