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Chapter 3: Problem 46

Use the standard forms of valid arguments to draw a valid conclusion from the given premises. You exercise or you do not feel energized. I do not exercise. Therefore, ...

Short Answer

Expert verified
Therefore, you do not feel energized.

Step by step solution

01

Understanding the Premises

The problem presents us with two premises: 'You exercise or you do not feel energized.' and 'I do not exercise.' The word 'or' here means that either you exercise, or you do not feel energized. It could also mean both; you do not exercise, and you do not feel energized.
02

Applying Logical Disjunction

Now, knowing that 'I do not exercise.' we turn to the first statement. It stated that 'You exercise or you do not feel energized.' Since you do not exercise, based on the law of disjunction, it logically follows that the second part of the statement must be true.
03

Drawing a Conclusion

Given that the second part of the first premise must be true following the information from the second premise, we can conclude that 'You do not feel energized.'.

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Most popular questions from this chapter

Use Euler diagrams to determine whether each argument is valid or invalid. All humans are warm-blooded. No reptiles are warm-blooded. Therefore, no reptiles are human.

Write an original argument in words for the contrapositive reasoning form.

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