?T ? ?W $\frac { \sim \mathrm { T } } { \sim \mathrm { W } }$
A) MP-valid.
B) AC-valid.
C) MT-valid.
D) AC-invalid.
E) DS-valid.

Question

Quizplus · Accepted Answer

The argument is valid because the conclusion follows logically from the premises. The first premise states that T is not W. The second premise states that T is not W. The conclusion states that T is not W. This is a valid argument because the conclusion is a logical consequence of the premises.

?T ? ?W ∼T∼W\frac { \sim \mathrm { T } } { \sim \mathrm { W } }∼W∼T​

?T ? ?W $\frac { \sim \mathrm { T } } { \sim \mathrm { W } }$