"axiomatic" Pronounce,Meaning And Examples
"axiomatic" Natural Recordings by Native Speakers
"axiomatic" Meaning
Axiomatic refers to something that is accepted as true or self-evident, often serving as a fundamental principle or proposition in a particular field. It usually does not require proof or demonstration because it is considered obvious or inherent to the system or concept under discussion. In mathematics, for example, axioms are basic statements that are assumed to be true and form the foundation of a logical theory. In other contexts, "axiomatic" can also mean characterizing something as universally acknowledged or taken for granted.
"axiomatic" Examples
1. In mathematics, the concept of Euclidean geometry is axiomatic, built upon a set of unproven assumptions, such as the parallel postulate.
2. It is axiomatic in economics that supply and demand determine market prices; this principle forms the foundation of economic theory.
3. The principle "treat others as you would like to be treated" is axiomatic in many moral and ethical systems across cultures.
4. In a democratic society, the freedom of speech is considered axiomatic, an inherent right that citizens possess.
5. For scientists, the scientific method is axiomatic; it involves making observations, formulating hypotheses, and testing predictions through experiments.
"axiomatic" Similar Words
Axillary
Axillary refers to the armpit or the space under the arm, where the axilla is located. It can also relate to things situated near or pertaining to this area, such as axillary lymph nodes or axillary hair.
Axilloplasty
Axilloplasty refers to a surgical procedure that involves reconstructing or repairing the axilla, which is the armpit region. It can be done for various reasons, such as addressing injuries, tumors, or deformities in the area, or as part of reconstructive surgery following cancer treatment or trauma. The手术 may involve reconstruction of lymph nodes, blood vessels, or soft tissues to restore function and appearance to the affected area.
Axing
"Axing" is a colloquial term that refers to the act of dismissing or terminating someone from a job, a project, or a position. It originated from the idea of using an axe as a tool to cut or remove something, metaphorically applying this concept to the removal of a person from their role.
Axinite
Axinite is a mineral that belongs to the borate group. It typically forms in volcanic and metamorphic rocks and is characterized by its crystal structure, which often exhibits a distinctive axon-like shape. Axinite can vary in color, ranging from brown to yellow, green, blue, or even red, and it has a vitreous to adamantine luster. It is used as a gemstone in some cases and is also of interest to collectors and mineral enthusiasts due to its unique appearance and crystal formations.
Axinomancy
Axinomancy is a form of divination or fortune-telling that involves the use of an axe or ax head as a tool for seeking answers or insights into the future or unknown. It is not a widely known or practiced method of divination, and its origins or specific practices may vary depending on cultural or historical contexts.
Axiological
Axiological refers to relating to values, ethics, or morals. It deals with the study of value systems, aesthetic principles, or ethical judgments.
Axiology
Axiology refers to the philosophical study of value and ethics. It deals with concepts such as good, bad, right, wrong, beauty, and meaning, exploring the nature of values and how they guide human actions and judgments. It encompasses both ethical theories (normative axiology) that determine what is morally right or wrong, and aesthetic theories (descriptive axiology) that concern beauty, taste, and artistic value.
Axiom
An axiom is a statement that is accepted as true without proof, often serving as a fundamental principle or starting point for reasoning in a particular field or subject. It is a self-evident truth or a basic assumption that underlies a system of beliefs or knowledge. Axioms are used in mathematics, logic, and philosophy to establish theorems and derive conclusions.
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