Critical Reasoning Flashcards

1
Q

Modus Tollens

A
  • Negative
  • E.g. If the building had been broken into the alarm would have sounded, the alarm did not sound so there was no break in
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2
Q

Modus Ponens

A
  • Positive
  • E.g. If there is a south westerly blowing, the surf will be good. There is a south westerly blowing so the surf will be good
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3
Q

Inductive

A
  • Even if both premises are true it is still possible for the conclusion to be false
  • conclusion > main points > supporting data and evidence
  • E.g. All tigers observed within this region have black stripes. Therefore, all the tigers from this region will have black stripes
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4
Q

Deductive

A
  • It is impossible for the premise to be true but the conclusion false
  • 1=2, and 2=3, then 1=3
  • E.g. All fruit grow on trees, as orange is a fruit, therefore an orange grows on a tree
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5
Q

Description

A

Typically gives one or more items of information about a particular topic

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6
Q

Narrative

A

Describes or portrays actions in time

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7
Q

Explanation

A

We already accept the truth of a statement but we try to say how it is that it came about

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8
Q

Argument

A

Aims to justify the truth of some statement by giving reasons for it

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9
Q

Conclusion Indicators

A

Therefore, so, thus, which proves that, which shows that, from which it follows that, consequently, which leads to, which is why, what follows from this is obvious

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10
Q

Reason Indicators

A

Because, due to the fact that, is based on, is proved by, is shown by, which follows from, is a consequence of, since, for

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11
Q

NOT Indicators

A

However, but, and, moreover, in addition, or, if, then, unless, conversely

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12
Q

To evaluate any argument 4 questions need to be asked

A
  • What conclusion is being drawn?
  • What reasons are being given for the conclusion?
  • How likely is it that the reasons are true?
  • How strongly do the reasons support the conclusion?
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13
Q

Cogent

A

clear, logical, convincing, true, realistic

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14
Q

5 Different degrees of strength in inferences

A
  • Deductively valid (100% certain)
  • Strong (75% - 99.9% certain)
  • Moderate (25% - 75% certain)
  • Weak (1% to 25% certain)
  • Nil (0% certain)
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15
Q

Formal Logic

A

Logic that is neat and tidy where the inferences are regarded as only of two types: deductively valid or not deductively valid

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16
Q

Informal Fallacies

A

Fallacies that can’t be neatly symbolised or formalised. A miscellaneous bunch of mistakes.

17
Q

Ad Hominem Arguments

A

Attacking the person rather that the argument they put forward

18
Q

Argument from irrelevant authority

A

When a person who is an expert in one area is presented as an expert in another area

19
Q

The genetic fallacy

A

To attack an argument not in terms of its content but in terms of its origins

20
Q

Hasty Generalisation

A

Jumping to a general conclusion from only a small sample

21
Q

Argument from ignorance

A
  • We do not know that X is true, therefore it is false
    OR
  • We do not know that X is false, therefore it is true
22
Q

Equivocation

A

Using a word or phrase that shifts from one meaning to another in an argument, making the argument seam cogent when it is not

23
Q

Denying the Antecendent

A
  • Modus Tollen just not deductively valid
  • Negative
  • E.g. If the roads are slippery and wet, then you need to drive carefully. But the roads are not slippery and wet, so you don’t need to drive carefully
24
Q

Affirming the consequent

A
  • Modus Ponen just not deductively valid
  • Positive
  • E.g. If my computer breaks down, I won’t be able to write my essay. I am not able to write my essay, so my computer has broken down
25
Q
  1. Summary
A
  • Identify the main position of each participant
26
Q
  1. Clarification
A
  • Concepts - State the philosophical concepts that frame the argument of each participant
  • Arguments - Explain all arguments with relative examples. Describe all arguments
27
Q
  1. Evaluation
A
  • Examples - Explain the relevance of all examples used
  • Premises - provide reasons to justify the stated acceptability of all premises. State the acceptability of all premises
  • Inferences - State the strength of all inferential moves and provide reasons to justify it
  • Cogency - Assess the cogency of each argument