Critical Reasoning Flashcards
Modus Tollens
- 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
Modus Ponens
- 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
Inductive
- 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
Deductive
- 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
Description
Typically gives one or more items of information about a particular topic
Narrative
Describes or portrays actions in time
Explanation
We already accept the truth of a statement but we try to say how it is that it came about
Argument
Aims to justify the truth of some statement by giving reasons for it
Conclusion Indicators
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
Reason Indicators
Because, due to the fact that, is based on, is proved by, is shown by, which follows from, is a consequence of, since, for
NOT Indicators
However, but, and, moreover, in addition, or, if, then, unless, conversely
To evaluate any argument 4 questions need to be asked
- 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?
Cogent
clear, logical, convincing, true, realistic
5 Different degrees of strength in inferences
- Deductively valid (100% certain)
- Strong (75% - 99.9% certain)
- Moderate (25% - 75% certain)
- Weak (1% to 25% certain)
- Nil (0% certain)
Formal Logic
Logic that is neat and tidy where the inferences are regarded as only of two types: deductively valid or not deductively valid