A First Logic book
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In our eReader you can find the full English version of the book. Read A First Logic book Online - link to read the book on full screen. Our eReader also allows you to upload and read Pdf, Txt, ePub and fb2 books. In the Mini eReder on the page below you can quickly view all pages of the book - Read Book A First Logic book
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To quickly assess the difficulty of the text, read a short excerpt:
2. The Minor always Affirmative.
3. The Conclusion Particular.
If these Facts can be accounted for, we shall prove them to be Rules.
In doing this it is necessary to remember, (a) the position of the Middle and Major, Middle and Minor, Terms in the Premisses in each Figure ; (b) the chief general Rules of Simple Categorical Syllo- gisms : viz.
31 4. The Middle Term must be Subject of an Universal, or Predi- cate of a Negative, Premiss.
5. Against Illicit Process of Major or of Minor Term.
6. Tw...o Negative Premisses are inadmissible.
7. A Negative Premiss necessitates a Negative Conclusion.
8. Two Particular Premisses are inadmissible.
Proofs of the Special Rules of the Figures. FIGURE I. RULE 1.
The Minor Premiss must be Affirmative. For suppose it Negative, then (by Rule 6) the Major Premiss must be Affirmative, (by Rule 7) the Conclusion Negative ; then the Major Term, undistributed as Predicate of the Affirmative Major Premiss, will be distributed as Predicate of the Negative Conclusion ; and Rule 5 will be broken.
What to read after A First Logic book?
You can find similar books in the "Read Also" column, or choose other free books by D P Chase to read onlineMoreLess
To quickly assess the difficulty of the text, read a short excerpt:
2. The Minor always Affirmative.
3. The Conclusion Particular.
If these Facts can be accounted for, we shall prove them to be Rules.
In doing this it is necessary to remember, (a) the position of the Middle and Major, Middle and Minor, Terms in the Premisses in each Figure ; (b) the chief general Rules of Simple Categorical Syllo- gisms : viz.
31 4. The Middle Term must be Subject of an Universal, or Predi- cate of a Negative, Premiss.
5. Against Illicit Process of Major or of Minor Term.
6. Tw...o Negative Premisses are inadmissible.
7. A Negative Premiss necessitates a Negative Conclusion.
8. Two Particular Premisses are inadmissible.
Proofs of the Special Rules of the Figures. FIGURE I. RULE 1.
The Minor Premiss must be Affirmative. For suppose it Negative, then (by Rule 6) the Major Premiss must be Affirmative, (by Rule 7) the Conclusion Negative ; then the Major Term, undistributed as Predicate of the Affirmative Major Premiss, will be distributed as Predicate of the Negative Conclusion ; and Rule 5 will be broken.
What to read after A First Logic book?
You can find similar books in the "Read Also" column, or choose other free books by D P Chase to read onlineMoreLess
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