SOLUTION: Translate into symbolic form and test by truth table the validity of the argument. State if “valid” or “not valid” with appropriate explanations. If I do n

Question 1141017: Translate into symbolic form and test by truth table the validity of the argument. State if “valid” or “not valid” with appropriate explanations.
If I do not go to gym, then I will not arrive tired.
I go to gym.
_______________________________________
Therefore, I will arrive tired.

Answer by MathLover1(20849) (Show Source): You can put this solution on YOUR website!
If I do not go to gym, then I will not arrive tired.
I go to gym.
----------------------------------------------------------------------
Therefore, I will arrive tired.

Not Valid, because all ending results are not True
||~|~|(~->~)|(~->~)/\|[(~->~)/\]->|
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Not Valid
P=>q can be true with p being false

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