Logical Reasoning Flashcards
Family 1
Use stimulus to prove answer choice. No outside info. Accept info, even if error in reasoning.
Must be True/Most Strongly Supported
Family 1
Main Point
Family 1
Point at Issue/Agreement
Family 1
Method of Reasoning
Family 1
Flaw in the Reasoning
Family 1
Parallel Reasoning/Flaw
Family 1
Family 2
Stimulus under suspicion. Which one best meets questioned posed in stem. Can have outside info.
Assumption
Family 2
Justify the Conclusion
Family 2
Strengthen/Support
Family 2
Resolve the Paradox
Family 2
Family 3
Attack author’s argument. Information in stimulus suspect. Which answer best attacks the argument in the stimulus?
Weaken
Family 3
Fourth Family
Accept Stimulus info. Use it to prove one of answer choices cannot occur. If an answer choice has outside info or not in stimulus then it could be true and is incorrect.
Must be True-1st Family correct answer:
Can always be proven by referring to the facts stated in the stimulus.
“If the statements above are true…”
1st family
“The statements above, if true…”
1st family
“If the information above is correct…”
1st Family
Which of the following must also be true
Must be True
Which of the following conclusions can be properly drawn on the basis of it?
Must be True
Which one of the following can be properly inferred from the statements?
Must be True
Most Strongly Supported-A
Do not have to pass a strict test, but often do, and should ytu to prove each answer choice as strongly as possible.
Main Point-A
Correct answer choice will be a rephrasing of the main conclusion of the argument. Must follow rom stimulus.
Wrong- 1) answers that are true but not the main point. 2) answers that repeat the premises of the argument
“Which of the following most accurate;y expresses the main conclusion of the argument?”
Main Point
Which of the following most accurately expresses the main conclusion of the journalist’s argument?
Main Point
The main point of the argument is that
Main Point
Contapositive
Reverse & Negate
Denies the necessary condition, thus making it impossible for the sufficient condition
If
Sufficient
When
Sufficient