Use the rules of implication and rules of replacement to derive the conclusion given. Be sure to include each step and specify the rules you use to derive the conclusion. 12. 1. А - (В - C) 2. (~D• C) /D 13. 1. E ~ (F•G) 2. Е - G / ^F 14. 1. G K 2. (H v ~M) ~K 3. Н |-G 15. 1. AƆ (Q v R) 2. (R Q) B 3. A ~B /R =~Q

Glencoe Algebra 1, Student Edition, 9780079039897, 0079039898, 2018
18th Edition
ISBN:9780079039897
Author:Carter
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Chapter5: Linear Inequalities
Section5.1: Solving Inequalities By Addition And Subtraction
Problem 57PFA
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Logic/ Philosophy/ Critical Thinking Use the rules of implication and rules of replacement to derive the conclusion given. Be sure to include each step and specify the rules you use to derive the conclusion.
Use the rules of implication and rules of replacement to derive the conclusion given. Be
sure to include each step and specify the rules you use to derive the conclusion.
12.
A (B C)
2. ~ (~D•C)
1.
/D
13. 1. E ~ (F G)
2. E G
/ ^F
14. 1. G K
2. (H v ~M) Ɔ~K
3. Н
|-G
15. 1. A (Q v R)
2. (R Q) B
3. A B
/R=~Q
Transcribed Image Text:Use the rules of implication and rules of replacement to derive the conclusion given. Be sure to include each step and specify the rules you use to derive the conclusion. 12. A (B C) 2. ~ (~D•C) 1. /D 13. 1. E ~ (F G) 2. E G / ^F 14. 1. G K 2. (H v ~M) Ɔ~K 3. Н |-G 15. 1. A (Q v R) 2. (R Q) B 3. A B /R=~Q
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