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Determine whether the following argument is correct. If it’s not correct, explain what is wrong with the argument and change th...Asked by kai
Determine whether the following argument is correct. If it's not correct, explain what is wrong with ther argument and change the minor premise to make a correct argument.
If a triangle is equilateral, then it has three equal sides. Triangle ABC doesn't have three equal sides. Therefore, triangle ABC isn't equilateral.
If a triangle is equilateral, then it has three equal sides. Triangle ABC doesn't have three equal sides. Therefore, triangle ABC isn't equilateral.
Answers
Answered by
Knights
this is a mixed hypothetical statement.
there are 4 forms, 2 are valid 2 are not.
let the antecedent of the first statement be t, and consequent be e.
~p = not p
thus we get
t } e
~e
:; ~t
This is modus tollens literally the way that denies by denying, which is a valid argument.
there are 4 forms, 2 are valid 2 are not.
let the antecedent of the first statement be t, and consequent be e.
~p = not p
thus we get
t } e
~e
:; ~t
This is modus tollens literally the way that denies by denying, which is a valid argument.
Answered by
PsyDAG
Sounds like a logical argument.
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