Aristotle’s syllogistic logic is about deducing what must be true given certain premises. The classic syllogism is:
Major premise: All birds have feathers and lay eggs.
Minor premise: This animal has feathers and lays eggs.
Conclusion: Therefore, this animal is a bird.
This is a logical fallacy known as
affirming the consequent. The structure is:
- If A, then B.
- B.
- Therefore, A.
In correct deductive reasoning, we move from general rules to specific cases (modus ponens), not in reverse. This distinction is crucial in logic and in programming computers to reason correctly.