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P→ QPQP Q7Q7P 7Q ->7P|TT T F TF FIT F/F helper Statement P→ P TP MP V QT T TF F F/F T QP-7Q7PQ T F T T F T T T T F HT T T T I P7 Q is logically eqivalent. 2nd Helper statement R 7(7R) By table (dr (dr 7 (AVB) Horgan Slope) JAA7B 7 (AB) =7A 7B V to 7P VQ - Ka-b) = a +b 7(7(TP VQ)) 7(P 7Q) 7(7Q~P) 7(72) 7P V 7Q-77P

P→ QPQP Q7Q7P 7Q ->7P|TT T F TF FIT F/F helper Statement P→ P TP MP V QT T TF F F/F T QP-7Q7PQ T F T T F T T T T F HT T T T I P7 Q is logically eqivalent. 2nd Helper statement R 7(7R) By table (dr (dr 7 (AVB) Horgan Slope) JAA7B 7 (AB) =7A 7B V to 7P VQ - Ka-b) = a +b 7(7(TP VQ)) 7(P 7Q) 7(7Q~P) 7(72) 7P V 7Q-77P

Advanced Engineering Mathematics
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
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P→ 유 7Q7P/TT F F helper Statement P→> O P MP V Q T T TIF FIT FIF T F PQP T F F P→ Q7Q-7P T T F F T T P-7Q|7PVQ T T F T T T T T I साहल 2nd Helper statement (dr (dr B 7(7R) By table ≤7 (AVB) Horgan Slope) -JAA7B = 7 (A✓ B) SEAVL= P-7 Q is bgically equivalent to TP VQ 9+b = (9-61). 7(7(TP VQ)) 7(P ^ 7Q) 7(7Q~P) V 7 (7Q) ✓ TP 7Q-77P
Transcribed Image Text:P→ 유 7Q7P/TT F F helper Statement P→> O P MP V Q T T TIF FIT FIF T F PQP T F F P→ Q7Q-7P T T F F T T P-7Q|7PVQ T T F T T T T T I साहल 2nd Helper statement (dr (dr B 7(7R) By table ≤7 (AVB) Horgan Slope) -JAA7B = 7 (A✓ B) SEAVL= P-7 Q is bgically equivalent to TP VQ 9+b = (9-61). 7(7(TP VQ)) 7(P ^ 7Q) 7(7Q~P) V 7 (7Q) ✓ TP 7Q-77P
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