(4)2. Identify a single logical equivalence or rule of inference which can be used to show that the conclusion follows from the given premises: а. 1. (q a s) →-p 2. Therefore, q →¬p b. 1. (р Ө-q) ->r 2. r → (s a t) 3. Therefore, (p ¬q) → (s ^ t) c. 1. р — (qvr) 2. ar 3. Therefore, p→ q

Algebra and Trigonometry (6th Edition)
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ISBN:9780134463216
Author:Robert F. Blitzer
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ChapterP: Prerequisites: Fundamental Concepts Of Algebra
Section: Chapter Questions
Problem 1MCCP: In Exercises 1-25, simplify the given expression or perform the indicated operation (and simplify,...
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Only need help with 4c. I had put addition but got it wrong.

(4)2. Identify a single logical equivalence or rule of inference which can be used to show
that the conclusion follows from the given premises:
а.
1. (q a s) →-p
2. Therefore, q →¬p
b.
1. (р Ө-q) ->r
2. r → (s a t)
3. Therefore, (p ¬q) → (s ^ t)
c.
1. р — (qvr)
2. ar
3. Therefore, p→ q
Transcribed Image Text:(4)2. Identify a single logical equivalence or rule of inference which can be used to show that the conclusion follows from the given premises: а. 1. (q a s) →-p 2. Therefore, q →¬p b. 1. (р Ө-q) ->r 2. r → (s a t) 3. Therefore, (p ¬q) → (s ^ t) c. 1. р — (qvr) 2. ar 3. Therefore, p→ q
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