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PHIL 347 Final Exam: Critical Reasoning - Updated and Latest Questions and Correct Answers with Rationale

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PHIL 347 Final Exam: Critical Reasoning - Updated and Latest Questions and Correct Answers with Rationale

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PHIL 347 Final Exam: Critical Reasoning - Updated and
Latest Questions and Correct Answers with Rationale
1. In formal logic, what distinguishes a sound argument from a valid one?

A. Validity refers to the structure, while soundness requires both valid structure and true premises.


B. A sound argument must have a true conclusion, whereas a valid one does not.


C. A valid argument is always sound, but a sound argument is not always valid.


D. Soundness only applies to inductive reasoning, while validity applies to deductive reasoning.


Correct Answer: A


Rationale: Validity is purely a structural property where the conclusion follows necessarily from the

premises. Soundness is a higher standard that requires the argument to be structurally valid and its

premises to be factually true. If any premise in a valid argument is false, the argument fails to be sound.

This distinction is critical for evaluating the strength of deductive claims in philosophical discourse.

Therefore, a sound argument provides the strongest possible support for its conclusion.


2. Which informal fallacy is committed when an arguer misrepresents an opponent’s position to make it

easier to attack?

A. Ad Hominem


B. Red Herring


C. Slippery Slope


D. Straw Man


Correct Answer: D


Rationale: The Straw Man fallacy occurs when someone distorts an original argument into an extreme or

oversimplified version. By attacking this distorted version, the arguer avoids addressing the actual merits

,of the opponent’s claim. This tactic is deceptive because it creates the illusion of having refuted the

primary position. Effective critical reasoning requires identifying when the original intent of a statement

has been replaced. Recognizing this fallacy helps maintain the integrity of a logical debate.


3. An inductive argument is considered ‘cogent’ if it meets which of the following criteria?

A. It is valid and all its premises are true.


B. The conclusion follows necessarily from the premises.


C. It is strong and all its premises are true.


D. It uses emotional appeal to persuade the audience.


Correct Answer: C


Rationale: Cogency is the inductive equivalent of soundness in deductive reasoning. For an argument to

be cogent, it must first be inductively strong, meaning the premises make the conclusion probable.

Additionally, every premise used in the argument must actually be true in reality. If an inductive

argument is weak or contains a false premise, it is considered uncogent. Understanding cogency is

essential for assessing probabilistic claims in scientific and legal contexts.


4. What is the logical structure of ‘Modus Tollens’?

A. If P then Q; Not Q; therefore Not P.


B. If P then Q; Q; therefore P.


C. If P then Q; P; therefore Q.


D. If P then Q; Not P; therefore Not Q.


Correct Answer: A

,Rationale: Modus Tollens is a valid form of deductive argument also known as ‘denying the consequent.’

It follows the pattern that if a conditional statement is true and the consequent is false, the antecedent

must also be false. This rule is a fundamental tool in logical proofs and critical evaluation. Mistaking this

for ‘denying the antecedent’ is a common logical error that leads to invalidity. Mastery of these patterns

allows for the precise deconstruction of complex arguments.


5. Which of the following best describes the ‘Slippery Slope’ fallacy?

A. Claiming that a small first step will inevitably lead to a chain of related negative events.


B. Attacking the character of the person making the argument rather than the argument itself.


C. Assuming that because two events occurred together, one must have caused the other.


D. Using a double-meaning word in the same argument to mislead the listener.


Correct Answer: A


Rationale: The Slippery Slope fallacy involves an unjustified claim that one action will trigger a series of

disastrous consequences. It fails to provide sufficient evidence that the predicted chain reaction is

actually probable or necessary. Often, this fallacy relies on fear rather than logical causal links between

the steps. Critical thinkers must evaluate whether each step in the proposed chain is supported by

empirical evidence. Identifying this fallacy prevents irrational decision-making based on hypothetical

extremes.


6. In the context of critical thinking, what is a ‘necessary condition’?

A. A premise that is always true regardless of the context.


B. A condition that guarantees an event will occur.


C. A condition that must be present for an event to occur.


D. The final conclusion of a complex syllogism.

, Correct Answer: C


Rationale: A necessary condition is a requirement that must be met in order for a specific state of affairs

to exist. For example, oxygen is a necessary condition for human life, as life cannot exist without it.

However, a necessary condition alone does not guarantee the outcome; it is simply a prerequisite.

Distinguishing between necessary and sufficient conditions is vital for logical accuracy in definitions and

causal analysis. This distinction helps clarify the relationship between variables in any systematic

investigation.


7. What type of reasoning moves from specific observations to a general conclusion?

A. Deductive Reasoning


B. Abductive Reasoning


C. Inductive Reasoning


D. Circular Reasoning


Correct Answer: C


Rationale: Inductive reasoning involves generalizing based on specific patterns or instances observed in

the world. It seeks to establish probability rather than absolute certainty in its conclusions. While the

premises may be true, the conclusion of an inductive argument is always subject to revision with new

data. This form of reasoning is the cornerstone of the scientific method and everyday empirical learning.

Recognizing the limitations of induction is a key component of advanced critical reasoning.


8. Identify the fallacy: ‘Every time I wear my lucky socks, my team wins. Therefore, my socks cause the team

to win.’

A. Hasty Generalization


B. Post Hoc Ergo Propter Hoc

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