Potatoes are not aware that they are potatoes. If you are not aware that you are a potato, then you must be a potato.
However, if you are aware that you are a potato, then …hmmm. conundrum…
I am calling on all potatoes and non-potatoes to solve this.
Fries will NOT be served as refreshments on this thread.
This is an invalid syllogism.
Since it is a conditional syllogism (if…then), we must either affirm the antecedent or deny the consequent. I’ll begin by affirming the antecedent and putting it in the form of a logical syllogism.
No potatoes are that which are aware that they are potatoes.
No (you) is that which is aware that they are potatoes.
Therefore, You are a potato.
This violates Aristotle’s Rule 5 which states that no syllogism can have two negatives.
That makes this syllogism invalid.
Additionally, the “you” in premise 2 is undistributed. The “you” in the conclusion is distributed. This is in violation of Aristotle’s 4th Rule which states that no term which is undistributed in the premise may be distributed in the conclusion.
This makes this syllogism invalid.
Additionally, the mood of the syllogism is EEA (NO S is P, NO S is P, All S is P) and it is a Figure 2 syllogism because the middle term is the predicate in both premises.
P - M
S - M
S - P
The only valid Figure 2 syllogisms are in the mood EAE,AEE, EIO, AOO.
Therefore, this syllogism is invalid.
If we instead deny the consequent, we again violate Aristotle’s Rule 5, no syllogism can have two negative premises. (etc. blah, blah, blah)