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Quiz 3: Understanding Logic - Truth, Validity, and Soundness, Quizzes of Reasoning

A quiz for the philosophy 103: introduction to logic course, focusing on the concepts of truth, validity, and soundness in deductive arguments. Students are required to determine the truth or falsehood of given statements and understand their implications.

Typology: Quizzes

Pre 2010

Uploaded on 08/18/2009

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koofers-user-o5h 🇺🇸

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Phil. 103: Introduction to Logic
Quiz 3: Truth, Validity, and Soundness
Fall 2002 c
2002 OPL
Directions:
Carefully study statements 1-10 Decide whether each statement is
true or false and write in the spaces provided the word “true” or the
work “false” in accordance with your decision.
1. A sound argument is a valid deductive argument
with true premisses.
2. All valid deductive arguments are sound arguments.
3. A deductive argument cannot be both valid and un-
sound.
4. An invalid deductive argument could have all true
statements in it.
5. In a valid deductive argument the conclusion could
be true or false.
6. A deductive argument could have a false premiss and
still be sound.
7. If a deductive argument is sound, then the conclusion
must be true.
8. When the premisses of a deductive argument are
true, the conclusion is always true as well.
9. When the conclusion of a deductive argument is true,
the argument must be sound.
10. A deductive argument can be either valid or invalid
and still have true premisses.
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Phil. 103: Introduction to Logic

Quiz 3: Truth, Validity, and Soundness

Fall 2002 ©c2002 OPL

Directions: Carefully study statements 1-10 Decide whether each statement is true or false and write in the spaces provided the word “true” or the work “false” in accordance with your decision.

  1. A sound argument is a valid deductive argument with true premisses.
  2. All valid deductive arguments are sound arguments.
  3. A deductive argument cannot be both valid and un- sound.
  4. An invalid deductive argument could have all true statements in it.
  5. In a valid deductive argument the conclusion could be true or false.
  6. A deductive argument could have a false premiss and still be sound.
  7. If a deductive argument is sound, then the conclusion must be true.
  8. When the premisses of a deductive argument are true, the conclusion is always true as well.
  9. When the conclusion of a deductive argument is true, the argument must be sound.
  10. A deductive argument can be either valid or invalid and still have true premisses.

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