Premises: p → (q ^r), s⇒r, r → p. Prove: s →q. p→ (q^r) Premise s r Premise Premise 1 23456789 4 r→ p S r Р (q^r) q s q

Operations Research : Applications and Algorithms
4th Edition
ISBN:9780534380588
Author:Wayne L. Winston
Publisher:Wayne L. Winston
Chapter20: Queuing Theory
Section20.4: The M/m/1/gd/∞/∞ Queuing System And The Queuing Formula L = Λw
Problem 14P
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From the given premise. Indicate the rules of inference used and the corresponding premises used

Premises: p → (q ^r), s → r, r → p. Prove: s → q.
1
p→ (q^r)
Premise
Premise
s➜r
r→p
Premise
2345
6
7
8
9
S
r
Р
(q^r)
q
S→q
Transcribed Image Text:Premises: p → (q ^r), s → r, r → p. Prove: s → q. 1 p→ (q^r) Premise Premise s➜r r→p Premise 2345 6 7 8 9 S r Р (q^r) q S→q
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