Study Guide for Logic Test

 

 


General information

This exam is worth 10% of your final grade.

 

This exam is mainly on the Conway and Munson book. There will be a separate exam, also worth 10%, on the O’Conner book.

 

Students in on-campus sections take this test in class. Online students take the test in Angel.

 

You get 90 minutes to complete the exam. The 90 minutes must be continuous; e.g., you cannot work on the test for half an hour, then log off, then restart later in the day. Angel keeps track of your time and notifies me if you exceed the 90-minute time frame. So be sure to log in to the exam only when you have 90 continuous minutes free.

 

The test is open-book, open-note.

 

 

 

WATCH YOUR TIME. No points will be given for any parts of the exam not completed.

 

 

 

Concepts and terms you should know:

 

 

 

Be able to identify instances of the following fallacies. Conway and Munson explain all the items not explained or hyperlinked in the following list.

  • Ad Hominem (Personal Attack, name-calling)

  • Appeal to General Belief

  • Appeal to Ignorance

  • Appeal to Inappropriate Authority

  • Appeal to Popular Attitudes and Emotions

  • Fallacy of Asserting (aka Affirming) the Consequent

  • Bandwagon Arguments

  • Begging the Question

  • Causal Fallacies

  • Circular Reasoning

  • Compatibility with all states of affairs

  • Composition and Division

  • Continuum Fallacy

  • Fallacy of Denying the Antecedent

  • Diversionary Tactics (Red Herring, Irrelevant Thesis)

  • Equivocation

  • "Exception that Proves the Rule" Fallacy

  • Failure to impose controls

  • Fallacy of Accident (Appeal to a Saying)

  • False Dilemma

  • False, Misleading or Dubious Analogy

  • Gambler’s Fallacy

  • Hasty Generalization

  • Impromptu Definition (aka "Definitional Dodge")

  • Inconsistency

  • Inference based on temporal succession – the post hoc fallacy

  • Inference from a correlation to a causal link – the correlation fallacy

  • Innuendo / Loaded Words

  • Irrelevant Emotional Appeals (Appeals to Fear, Vanity, Pity, Guilt, Patriotism, etc.)

  • Loaded Question

  • A sentence or paragraph passage exhibits the fallacy of objectionable vagueness if you can't tell what it says. Causes of objectionable vagueness include: ambiguity, equivocation, amphiboly, compatibility with all states of affairs, etc. Look at the samples in the section at the end of "How to Write Good".

    Here is an objectionably vague paragraph:

    "When looking at subjectivism in ethics, the focus needs to be on basic interpretations of all moral issues within an argument. Having validity or being classified invalid should not have any bearing on your assessment of a particular issue. After reading through Chapter 3, “The Elements of Moral Philosophy” by James Rachels, I became more aware of being able to consciously break down an issue through the different stages of the theory process." HUH?

     

  • Persuasive Definition

  • Poisoning the Well
    (Look under "P".)

  • Pooh-Pooh Fallacy

  • The fallacy often called Quibbling is also known as attack on a minor point. It's often a diversionary tactic in argument. For example:

    Geometry Teacher: "Now we'll discuss circles." (Draws a circle on blackboard).

    Student (quibbling): "That doesn't look like a circle to me. That's not a perfect circle. That's just one circle, and how can you generalize from that? That's not a circle at all; it's really just particles of chalk." Etc.

     

  • Slippery Slope

  • Special Pleading (special pleading is a kind of inconsistency)

  • Straw Man

 

If you would like to see more explanations of these fallacies, check out the following online resources for informal fallacies:


Some Elementary VALID Deductive Forms (always logically correct)

 

Modus ponens(1): p and q are statements
If p, then q.
p
Therefore, q.

Modus ponens(2): p and q are terms
All p are q.
This thing here (call it x) is a p.
Therefore, x is a q.

Modus tollens(1): p and q are statements
If p, then q.
not-q
Therefore, not-p.

Modus tollens(2): p and q are terms
All p are q.
This thing here (call it x) is not a q.
Therefore, x is not a p.

Hypothetical Syllogism (1): p and q are statements
If p, then q.
If q, then r.
Therefore, if p, then r.

Hypothetical Syllogism(2): p and q are terms
All p are q.
All q are r.
Therefore, all p are r.

Disjunctive Syllogism (1): p and q are statements
p or q.
not-p.
Therefore, q.

Disjunctive Syllogism (2): p and q are statements
p or q.
not-q.
Therefore, p.


Some INVALID Deductive Forms

Affirming the Consequent (1): p and q are statements
If p, then q.
q
Therefore, p.

Affirming the Consequent (2): p and q are terms
All p are q.
This thing here (call it x) is a q.
Therefore, x is a p.

Denying the Antecedent(1): p and q are statements
If p, then q.
not-p
Therefore, not-q.

Denying the Antecedent(2): p and q are terms
All p are q.
This thing here (call it x) is not a p.
Therefore, x is not a q.


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