Syllogistic reasoning is a type of
logical thinking that uses deductive reasoning to arrive at a conclusion based
on two premises (statements) assumed to be true.
It was first formally studied by
Aristotle.
The basic structure looks like this:
- Major Premise: A general statement or universal truth.
- Minor Premise: A more specific statement related to the major premise.
- Conclusion: A logical result based on the two premises.
Here’s a classic example:
- All humans are mortal.
- Socrates is a human.
- Therefore, Socrates is mortal.
Electricians have a slightly
different type of logic that applies when a ditch is required for routing an
underground cable:
- Major Premise: Someone needs to dig a ditch.
- Minor Premise: Digging a ditch sucks.
- Conclusion: I just pulled a brain muscle; therefore, I can’t dig the ditch.
—Mitchell Hegman
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