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The Critical Thinking Project: The Critical Thinking Rubric
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- Cultural/Social
- Scientific
- Educational
- Economic
- Technological
- Ethical
- Political
- Personal Experience
Contexts for Consideration
Personal observation, informal character - Cultural/Social
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7) Identifies and assesses conclusions, implications and consequences.
Emerging
Mastering
Fails to identify conclusions, implications, and
consequences of the issue or the key relationships
between the other elements of the problem, such as
context, implications, assumptions, or data and
evidence.
Identifies and discusses conclusions, implications,
and consequences considering context, assumptions,
data, and evidence.
Objectively reflects upon the their own assertions. - 6 more annotations...
English Composition 2: Assumptions
- An ontology of common types of assumptions. Useful for interrogating the assumptions in one's own writing, as well as challenging the warrants in others' writing. - krissanthesquad on 2006-07-03
Logical Fallacy: Fallacy Fallacy
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David Hackett Fischer, Historians' Fallacies: Toward a Logic of Historical Thought (Harper & Row, 1970), pp. 305-306.
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To say that an argument is fallacious is to claim that there is no sufficiently strong logical connection between the premisses and the conclusion. This says nothing about the truth-value of the conclusion, so it is unwarranted to conclude that a proposition is false simply because some argument for it is fallacious.
- 1 more annotations...
Inductive reasoning - Wikipedia, the free encyclopedia
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to formulate laws based on limited observations of recurring phenomenal patterns.
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This exemplifies the nature of induction: inducing the universal from the particular. However, the conclusion is not certain. Unless we are certain that we have seen every crow – something that is impossible – there may be one of a different colour. (
Deductive reasoning - Wikipedia, the free encyclopedia
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Zarefsky, David, Argumentation: The Study of Effective Reasoning Parts I and II, The Teaching Company 2002
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Invalid:
- Every criminal opposes the government.
- Everyone in the opposition party opposes the government.
- Therefore everyone in the opposition party is a criminal.
This is invalid because the premises fail to establish commonality between membership in the opposition party and being a criminal. This is the famous fallacy of the undistributed middle.
The Fallacy Files Glossary
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- Enthymeme
- An argument with either a suppressed premiss or a suppressed conclusion.
- Enthymeme
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- Connective
- A word or phrase which produces a compound sentence from simpler sentences. For example, in the compound sentence "it's raining and the sun is shining", "and" is a connective.
- Connective
- 7 more annotations...
Logic and Argument Errors in Writing
- From the Department of English, University of Victory; last updated Sept. 1995 - krissanthesquad on 2006-04-12
Rhetoric Resources on the Web
- A comprehensive collection of links relating to rhetoric, writing, pedagogy, and philosophy. Provided by a University of Wisconsin English Professor - krissanthesquad on 2006-04-12
The Masked Man Fallacy
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- Propositional attitudes: belief, desire, fear, etc.
- Modal contexts: necessity, possibility, etc.
Forms a = b
Ca (where C is an intensional context).
Therefore, Cb.Ca (where C is an intensional context).
Not-Cb.
Therefore, it is not the case that a = b.Examples The masked man is Mr. Hyde.
The witness believes that the masked man committed the crime.
Therefore, the witness believes that Mr. Hyde committed the crime.The witness believes that the masked man committed the crime.
The witness doesn't believe that Mr. Hyde committed the crime.
Therefore, Mr. Hyde is not the masked man.Counter-Examples The masked man is Mr. Hyde.
The witness claims that the masked man committed the crime.
Therefore, the witness claims that Mr. Hyde committed the crime.The witness claims that the masked man committed the crime.
The witness denies that Mr. Hyde committed the crime.
Therefore, Mr. Hyde is not the masked man.Exposition:
Substitution of Identicals, also known as "Leibniz' Law", is a validating form of argument so long as the context in which it occurs is extensional, or referentially transparent. For instance, given that Mark Twain wrote Huck Finn and that Sam Clemens was the same person as Mark Twain, then Sam Clemens wrote Huck Finn. The context "x wrote Huck Finn" is extensional, which means that we can validly substitute identicals within it. In contrast, if Joe said "Mark Twain wrote Huck Finn", it does not follow that he said "Sam Clemens wrote Huck Finn", for he may have said no such thing.
A quoted context is an intensional—or, referentially opaque—context, as are such other contexts as:
The Fallacy of Illicit Substitution of Identicals—or, more colorfully, "The Masked Man Fallacy"—is an application of Leibniz' Law within an intensional context. The most familiar uses of Substitution of Identicals are mathematical, where the contexts are always extensional. This may mislead one into thinking that substitution is valid in all contexts, but we have seen that this is not the case.
Source:
- Propositional attitudes: belief, desire, fear, etc.
Logical Fallacy: Improper Transposition
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Example:
"Tavis Smiley (interviewer): How are you going to respond to folks on the campaign trail when they ask what qualifies you to be the commander-in-chief given that you have not served in the country's military?
"Al Sharpton (interviewee): I think that just because one served in the military does not make one a competent commander-in-chief."
Forms Similar Validating Forms
(Transposition, Alias: Contraposition)If p then q.
Therefore, if not-p then not-q.If p then q.
Therefore, if not-q then not-p.If not-p then not-q.
Therefore, if p then q.If not-p then not-q.
Therefore, if q then p.Example Counter-Example If there's a fire, then there's smoke.
Therefore, if there's no fire, then there's no smoke.If we guillotine the king, then he will die.
Therefore, if we don't guillotine the king, then he won't die.
Logical Fallacy: Denying the Antecedent
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Form Similar Validating Forms Modus Ponens Modus Tollens If p then q.
Not-p.
Therefore, not-q.If p then q.
p.
Therefore, q.If p then q.
Not-q.
Therefore, not-p.Example:
"…I want to list seventeen summary statements which, if true, provide abundant reason why the reader should reject evolution and accept special creation as his basic world-view. …
"14. Belief in evolution is a necessary component of atheism, pantheism, and all other systems that reject the sovereign authority of an omnipotent personal God."
Source: Henry M. Morris, The Remarkable Birth of Planet Earth, (Creation-Life Publishers, 1972), pp. vi-vii.Counter-Example:
If it's raining, then the streets are wet.
It isn't raining.
Therefore, the streets aren't wet.
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