The ranking thought of the have a go at is stated in a solitary punishment called the premiss statement. From Wordnik.com. [Article directories Celibataire Urbaine] Reference
Similarly if the premiss which is stated universally is affirmative. From Wordnik.com. [PRIOR ANALYTICS] Reference
The question is begged because definable form is assumed as a premiss, and as a premiss which is to prove definable form. From Wordnik.com. [Posterior Analytics] Reference
But the major term is subject in the major premiss. From Wordnik.com. [Deductive Logic] Reference
Therefore the minor premiss, 'All C is A,' is false. From Wordnik.com. [Deductive Logic] Reference
Therefore the major premiss must be universal (by Rule 4). From Wordnik.com. [Deductive Logic] Reference
When the minor premiss is particular, the major must be negative. From Wordnik.com. [Deductive Logic] Reference
When the major premiss is affirmative, the minor must be universal. From Wordnik.com. [Deductive Logic] Reference
Therefore the major term must be undistributed in the major premiss. From Wordnik.com. [Deductive Logic] Reference
When the conclusion is negative, the major premiss must be universal. From Wordnik.com. [Deductive Logic] Reference
Therefore it must be distributed in the major premiss, where it is subject. From Wordnik.com. [Deductive Logic] Reference
When you admitted the major premiss, you asserted the conclusion, 'but,' says. From Wordnik.com. [Blackwood's Edinburgh Magazine, No. CCCXXXVI. October, 1843. Vol. LIV.] Reference
But the major premiss, being 1, does not distribute either subject or predicate. From Wordnik.com. [Deductive Logic] Reference
Rule 3, When the minor premiss is affirmative, the conclusion must be particular. From Wordnik.com. [Deductive Logic] Reference
Rule 6 declares that, if one premiss be negative, the conclusion must be negative. From Wordnik.com. [Deductive Logic] Reference
If the major premiss were particular, there would be illicit process of the major. From Wordnik.com. [Deductive Logic] Reference
If the major premiss were a particular negative, the conclusion would be negative. From Wordnik.com. [Deductive Logic] Reference
Therefore the minor term is undistributed in the minor premiss, where it is predicate. From Wordnik.com. [Deductive Logic] Reference
But the major premiss being particular, the major term could not be distributed there. From Wordnik.com. [Deductive Logic] Reference
The rule that the major premiss must be universal excludes the last two moods, IAI, OAO. From Wordnik.com. [Deductive Logic] Reference
Here the middle term is altered in the minor premiss to the destruction of the argument. From Wordnik.com. [Deductive Logic] Reference
Now in compliance with Rule 5, if one premiss be negative, the other must be affirmative. From Wordnik.com. [Deductive Logic] Reference
The rule that one premiss must be negative excludes four moods, namely, AAA, AAI, AII, IAI. From Wordnik.com. [Deductive Logic] Reference
Taking a conjunctive proposition as a major premiss, there are four simple minors possible. From Wordnik.com. [Deductive Logic] Reference
The premiss in which the major term is compared with the middle is called the Major premiss. From Wordnik.com. [Deductive Logic] Reference
AII violates the rule that when the major premiss is affirmative, the minor must be universal. From Wordnik.com. [Deductive Logic] Reference
Now the major term is in this figure predicate both in the major premiss and in the conclusion. From Wordnik.com. [Deductive Logic] Reference
The rule that the minor premiss must be affirmative excludes three more, namely, AEE, AEO, AOO. From Wordnik.com. [Deductive Logic] Reference
The other premiss, in which the minor term is compared with the middle, is called the Minor premiss. From Wordnik.com. [Deductive Logic] Reference
It might be answered, 'Your first premiss was wrong, and until that be mended, further argument is unnecessary.'. From Wordnik.com. [The Quarterly Review, Volume 162, No. 324, April, 1886] Reference
For as there are only two terms in each premiss, the position occupied by the middle term necessarily determines that of the others. From Wordnik.com. [Deductive Logic] Reference
The order in which the premisses occur in a syllogism is indifferent, but it is usual, for convenience, to place the major premiss first. From Wordnik.com. [Deductive Logic] Reference
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