Conclusion
Definition
A conclusion is the statement that logically follows from the premises in an argument. It is the final part of a logical progression based on given statements or assumptions.
5 Must Know Facts For Your Next Test
- A conclusion must be logically derived from the premises.
- The validity of a conclusion depends on the truth and logical connection of its premises.
- In symbolic logic, conclusions are often represented following the symbol '∴' (therefore).
- A valid argument guarantees that if all premises are true, the conclusion must be true.
- An invalid argument fails to provide a true conclusion even if all premises are accepted as true.
Review Questions
- What determines the validity of a conclusion?
- How is a conclusion typically represented in symbolic logic?
- Can an argument with true premises have an invalid conclusion?
"Conclusion" appears in:
Related terms
Premise: A premise is a statement that provides support or evidence for a conclusion.
Argument: An argument consists of one or more premises followed by a conclusion.
Validity: Validity refers to whether an argument's structure correctly ensures that if all premises are true, then the conclusion must also be true.
