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Lesson 725 of 1524

Logic and Reasoning

There are laws of logic—the law of noncontradiction and the law of the excluded middle.

Practice this chapter

There are laws of logic—the law of noncontradiction and the law of the excluded middle. Arguments are reasons offered in support of a conclusion.

Logic is the study of reasoning and is a key tool for discovering truth in philosophy and other disciplines. Early forms of arguments are evident in written dialogues.

Conclusion — the result of an argument. A conclusion is that which is meant to be proved by the reasoning and premises used in an argument. Contradiction — a statement that is always false. A contradiction is the conjunction of any statement and its negation. Law of the excluded middle — a logical law that states that for any statement, either that statement or its negation is true. Law of noncontradiction — a logical law that states that contradictory statements/propositions can never be true in the same sense at the same time.

Worked example

What does “Conclusion” mean in Logic and Reasoning?

  1. 1Use the wording this chapter gives for Conclusion.
  2. 2The book says: the result of an argument. A conclusion is that which is meant to be proved by the reasoning and premises used in an argument.
  3. 3Do not use the meaning of Contradiction. That term means a statement that is always false. A contradiction is the conjunction of any statement and its negation.

Result: the result of an argument. A conclusion is that which is meant to be proved by the reasoning and premises used in an argument

Why. That is the meaning this chapter gives for Conclusion.

Do not swap Conclusion and Contradiction. Conclusion means the result of an argument. A conclusion is that which is meant to be proved by the reasoning and premises used in an argument. Contradiction means a statement that is always false. A contradiction is the conjunction of any statement and its negation.

Practice margin

This chapter

A fresh set from this chapter only. Choose 10 or 20. Multiple choice and fill-in, with no repeat inside the set.