Categorical Proposition 1I
Given the Categorical Proposition:
"Some Houseboats That $T$

question 230

Multiple Choice

Categorical Proposition 1I
Given the categorical proposition:
"Some houseboats that are leaky are not vessels that are safe dwellings."

-For Sorites 1A, the correct standard form is:

• A)Some N are not \(T\).
• All \(\mathrm { T }\) are \(\mathrm { K }\).
• All \(\mathrm { K }\) are \(\mathrm { R }\).
• No \(\mathrm { F }\) are \(\mathrm { R }\).
• \(\overline{\text{ Some Nare F. }}\)
• B)All \(\mathrm { K }\) are \(\mathrm { R }\).
• No \(F\) are \(\mathrm { R }\).
• Some N are F.
• All T are \(\mathrm { K }\).
• \(\overline{\text{ Some N are not T. }}\)
• C)All \(T\) are \(K\).
• All \(\mathrm { K }\) are \(\mathrm { R }\).
• No \(F\) are \(R\).
• Some N are F.
• \(\overline{\text{ Some N are not \(T\)}}\)
• D)No \(\mathrm { T }\) are \(\mathrm { K }\).
• Some K are R.
• All \(\mathrm { F }\) are \(\mathrm { R }\).
• Some N are not F.
• \(\overline{\text{ Some N are \(T\). }}\)
• E)No \(\mathrm { F }\) are \(\mathrm { R }\).
• All \(\mathrm { K }\) are \(\mathrm { R }\).
• All \(\mathrm { T }\) are \(\mathrm { K }\).
• Some N are F.
• \(\overline{\text{ Some N are not \(T\). }}\)

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Definitions:

Peripheral Route

A method of persuasion that relies on cues outside of the message content itself, such as the attractiveness or credibility of the source.

Persuasion

The act of convincing someone to do or believe something through reasoning or argument.

Central Route

A pathway of persuasion that involves careful and thoughtful consideration of the messages' content.

Persuasion

The process of changing another person's attitudes, beliefs, or behaviors through argumentation, appeal, or explanation.