QuestionJune 18, 2025

Suppose that a symbolized argument is placed on top of a full table. You complete the entire table and see that in one of the rows the premises all turn out to be false but the conclusion turns out to be true. This shows that the argument must be invalid. True False

Suppose that a symbolized argument is placed on top of a full table. You complete the entire table and see that in one of the rows the premises all turn out to be false but the conclusion turns out to be true. This shows that the argument must be invalid. True False
Suppose that a symbolized argument is placed on top of a full
table. You complete the entire table and see that in one of the rows
the premises all turn out to be false but the conclusion turns out to
be true. This shows that the argument must be invalid.
True
False

Solution
4.4(237 votes)

Answer

True Explanation In a valid argument, if the premises are all true, the conclusion must also be true. If there is a case where the premises are false and the conclusion is true, it does not affect validity; however, it indicates that the argument cannot guarantee the truth of the conclusion based on the premises alone.

Explanation

In a valid argument, if the premises are all true, the conclusion must also be true. If there is a case where the premises are false and the conclusion is true, it does not affect validity; however, it indicates that the argument cannot guarantee the truth of the conclusion based on the premises alone.
Click to rate:

Similar Questions