Yes. Some of the premises refer to all members of a class. These kinds of propositions are called universal propositions.
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A proposition that starts a premise is typically a statement or assertion that serves as the foundation for an argument or reasoning. It sets the stage for the conclusions drawn from it and can be either a factual claim or a belief. For example, "All humans are mortal" serves as a premise for further reasoning about mortality. In logical terms, it's the initial statement that leads to the development of an argument.
Universal affirmative propositions assert that all members of a particular category have a specific property. Examples include statements like "All humans are mortal" and "All birds have feathers." These propositions use the form "All A are B," where A represents a subject category and B represents a property or characteristic.
A syllogistic statement.
§ The term is a part of speech representing something, but which is not true or false in its own right, such as "man" or "mortal".§ The proposition consists of two terms, in which one term (the "predicate") is "affirmed" or "denied" of the other (the "subject"), and which is capable of truth or falsity.§ The syllogism is an inference in which one proposition (the "conclusion") follows of necessity from two others (the "premises").
The four types of logical propositions are: Universal Affirmative (A): Asserts that all members of a subject class belong to a predicate class (e.g., "All humans are mortal"). Universal Negative (E): States that no members of a subject class belong to a predicate class (e.g., "No humans are immortal"). Particular Affirmative (I): Claims that some members of a subject class belong to a predicate class (e.g., "Some humans are philosophers"). Particular Negative (O): Indicates that some members of a subject class do not belong to a predicate class (e.g., "Some humans are not scientists").
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Immortal is the antonym of mortal.
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He was mortal.
he was mortal
mortal