AMA Computer University - Quezon City BSIT 111 Q 4 1)It is a process of reasoning which proceeds from specific or particular instances to the formulation of general or universal principles or statements. One form of deductive argument which is a set of three propositions, the first two being the premises and the last is the conclusion. The conclusion must always follow and must be derived from the premises. Two basic elements of syllogism. In this kind of syllogism, the terms are not identified as major, minor or middle. In categorical syllogism, what is the pattern that stands for "universal quantity of the term"? This law states that whatever is affirmed universally, in a formal manner, of a logical whole or class, should also be affirmed of its logical parts. This law states that whatever is denied universally, in a formal manner, of a logical whole or class, should also be denied of its logical parts. If each of two concepts agrees respectively with the same third concept, then

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AMA Computer University - Quezon City BSIT 111 Q 4 1)It is a process of reasoning which proceeds from specific or particular instances to the formulation of general or universal principles or statements

Philosophy May 29, 2021

AMA Computer University - Quezon City

BSIT 111

Q 4

1)It is a process of reasoning which proceeds from specific or particular instances to the formulation of general or universal principles or statements.

One form of deductive argument which is a set of three propositions, the first two being the premises and the last is the conclusion. The conclusion must always follow and must be derived from the premises.
Two basic elements of syllogism.
In this kind of syllogism, the terms are not identified as major, minor or middle.
In categorical syllogism, what is the pattern that stands for "universal quantity of the term"?
This law states that whatever is affirmed universally, in a formal manner, of a logical whole or class, should also be affirmed of its logical parts.
This law states that whatever is denied universally, in a formal manner, of a logical whole or class, should also be denied of its logical parts.
If each of two concepts agrees respectively with the same third concept, then they also agree with each other. If A agrees with B, and B agrees with C, then A agrees with C.
If one concept agrees with a third term and the other disagrees with the same third term Tthen they disagree with each other. If A agrees with B, but C does not agree with A, then B and C do not agree with each other.
No term may have a greater extension in the conclusion than in the premises. This applies to the two terms in the conclusion namely the major and the minor terms. If a term is used as a particular in the premise, it must remain particular in the conclusion, otherwise, the same term would have a wider extension in the conclusion and that may not be the same term used in the premise.

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