Identify the rule of inference or the fallacy in each of the following logical arguments. If it is not raining, we play golf. We do not play golf. Therefore, it is raining. If it is not raining, we play golf. It is not raining. Therefore, we play golf. If it is not raining, we play golf. We play golf. Therefore, it is not raining. If it is not raining, we play golf. It is raining. Therefore, we do not play golf. 1. modus ponens 2. modus tollens 3. fallacy of affirming the conclusion 4. fallacy of denying the hypothesis
Identify the rule of inference or the fallacy in each of the following logical arguments. If it is not raining, we play golf. We do not play golf. Therefore, it is raining. If it is not raining, we play golf. It is not raining. Therefore, we play golf. If it is not raining, we play golf. We play golf. Therefore, it is not raining. If it is not raining, we play golf. It is raining. Therefore, we do not play golf. 1. modus ponens 2. modus tollens 3. fallacy of affirming the conclusion 4. fallacy of denying the hypothesis
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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
Transcribed Image Text:Identify the rule of inference or the fallacy in each of the following logical arguments.
If it is not raining, we play
golf.
We do not play golf.
Therefore, it is raining.
If it is not raining, we play
golf.
It is not raining.
Therefore, we play golf.
If it is not raining, we play
golf.
We play golf.
Therefore, it is not raining.
If it is not raining, we play
golf.
It is raining.
Therefore, we do not play
golf.
1. modus ponens
2. modus tollens
3. fallacy of affirming the conclusion
4. fallacy of denying the hypothesis
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