Understanding Logical Reasoning and Argumentation in Critical Thinking
Explores the fundamentals of logical reasoning and argument structure in critical thinking.
Benjamin Clark
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Understanding Logical Reasoning and Argumentation in Critical Thinking
Grade Details
1. Question : A good way to establish a conclusion as true, or probable, is to
Student Answer:
insist that you are correct.
construct a strong argument.
construct a fallacious argument.
ignore any objections to your conclusion.
Instructor
Explanation:
The answer can be found in Chapter Five of An Introduction to Logic.
Points Received: 1 of 1
Comments:
2. Question : Logicians regard the following as the meaning of the word "argument."
Student Answer:
A hostile and emotional dispute
A poetic tribute to Spring
A set of reasons put forth to support a claim
The kind of thing one has with a spouse
Instructor
Explanation:
The answer can be found in Chapter Five of An Introduction to Logic.
Points Received: 1 of 1
Comments:
3. Question : A strongly supported claim in science should be regarded as
Student Answer:
correct, but something that can always be revised.
necessarily true.
meaningless but fun.
correct, and never needing revision.
Grade Details
1. Question : A good way to establish a conclusion as true, or probable, is to
Student Answer:
insist that you are correct.
construct a strong argument.
construct a fallacious argument.
ignore any objections to your conclusion.
Instructor
Explanation:
The answer can be found in Chapter Five of An Introduction to Logic.
Points Received: 1 of 1
Comments:
2. Question : Logicians regard the following as the meaning of the word "argument."
Student Answer:
A hostile and emotional dispute
A poetic tribute to Spring
A set of reasons put forth to support a claim
The kind of thing one has with a spouse
Instructor
Explanation:
The answer can be found in Chapter Five of An Introduction to Logic.
Points Received: 1 of 1
Comments:
3. Question : A strongly supported claim in science should be regarded as
Student Answer:
correct, but something that can always be revised.
necessarily true.
meaningless but fun.
correct, and never needing revision.
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Subject
Philosophy