Reasoning Flashcards

1
Q

Implication Family

A

Take stimulus as true (MBT, SMBT, MBF)

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2
Q

Operations Family

A

Take answer choices as true, will affect the stimulus (Strengthen, weaken, crux, resolve, explain)

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3
Q

Characterization Family

A

Describe some element of the stimulus (main point, how conclusion is reached, disagreement, flaw)

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4
Q

Propositions

A

Declarative statements that are either true for false. Sentences can have 1 or more propositions

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5
Q

Arguments

A

A proposition (conclusion) supported by other (premises)

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6
Q

Conclusion Indicator Words

A

Thus, therefore, so hence, as a result, consequently, it follows that, accordingly, clearly

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7
Q

Premise indicators

A

since, because, for, after all, given that

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8
Q

Assumption

A

Must be true for the conclusion to be be proven by the premises, but wasn’t stated in the argument

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9
Q

Logical Validity

A

Valid: Conclusion must be true based on the premises
Invalid: Truth of premises doesn’t guarantee truth of conclusion

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10
Q

Reasoning Steps

A
  1. Identify conclusion and premisses
  2. Evaluate validity of argument
  3. If invalid, spot assumptions/mistakes
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11
Q

Absolute Statement

A

Asserts a concrete fact: John is a Dr.

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12
Q

Conditional statement

A

Hypothetical Relationship (If…Then)

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13
Q

Necessary Condition

A

Required for event to occur, but does not guarantee it will
ie: If you’re a Dr. then you like people - liking people is necessary, just because you like people, doesn’t mean you’re a dr.

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14
Q

Sufficient Condition

A

If present, the event will occur, but the event could still occur without the SC
ie: If you’re a Dr. then you like people. - The dr. is the sufficient condition because being a dr. means you do like people

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15
Q

Valid Inferences

A
  1. Affirmation: SC allows us to conclude NC (Dr -> Like People)
  2. Contrapositives: Negate & Reverse (Don’t Like People -> Not Dr.)
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16
Q

Invalid Inferences

A
  1. Converse: Reversing SC and NC (Like People -> Dr.)
  2. Inverse: Negating both conditions (If Not Dr. -> Don’t Like People)
17
Q

Sufficient Condition Indicator Words

A

If, when, all, every, each, the only, if and only if

18
Q

Necessary Condition Indicator Words

A

Only if, only, unless, without, until, except, no, none, depends, needs, must, essential, requires

19
Q

Transitive Property

A

When you can make connections between two conditions in statements with multiple conditions. The NC of one statement must match the SC of another statement (Remember contrapositive)

ie: If Kids have phones -> short attention spans. If Short attention spans -> like tv more than books.

Can be concluded if Kids have phones -> like tv more than books.

20
Q

Steps for conditional statements

A
  1. Diagram statements - also diagram CP if needed
  2. See if the transitive property can be applied
  3. Guess the best answer before looking at answer choices
21
Q

Logical Force

A

How weak or strong a proposition is - focus on small, easily overlooked words, rather than the big intimidating ones.
2 Types: Modality, Quantification

22
Q

Modality

A

Degree of necessity expressed by a proposition - how certain it is something will occur (weak, moderate, strong)

23
Q

Weak Modality

A

More than 0% (possibility)
Support weak conclusion - easiest to support
KW: may, could, might, can, occasionally

24
Q

Moderate Modality

A

More than 50% (probability)
Support moderate/weak conclusion
KW: probably, likely, usually

25
Q

Strong Modality

A

100% chance (necessity)
Supports all types of conclusions
KW: will, must, definitely, is/are

26
Q

Quantification

A

Proportion of a group w/ a given property - how many things have a certain quality (weak, moderate, strong)

27
Q

Weak Quantification

A

At least 1 (possibility)
KW: some, a few, several, many, a significant number, occasionally

28
Q

Moderate Quantification

A

More than 1/2 (probability)
KW: most, majority, over 1/2

29
Q

Strong Quantification

A

100% (necessity)
KW: all, any, each, every, the best

30
Q

Most vs. The Most

A

Most - absolute claim over 50%
The most - comparative claim

31
Q

Must Be True (Implication)

A

Presents statements and asks what must be true (aka supply a conclusion)
Tips: make no assumptions, no outside info, accept stimulus as true,