POSTULATES Meaning and
Definition
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Postulates are statements or principles that are accepted without proof in order to establish a foundation for reasoning and logical deductions. These statements are considered to be self-evident or "common sense" assumptions, forming the basis for a particular theory or system.
In mathematics, postulates are fundamental axioms that are assumed without proof in order to develop a logical framework for constructing theorems and mathematical models. These postulates serve as the starting point for mathematical reasoning, allowing mathematicians to deduce new conclusions based on them. For example, in Euclidean geometry, one of the postulates is the parallel postulate, which states that given a line and a point not on that line, there is exactly one line through the point that is parallel to the given line.
Postulates are not limited to mathematics and can also be found in other fields such as philosophy and science. In these disciplines, postulates serve a similar purpose of providing a starting point for reasoning and inference. They are often used to establish a set of basic assumptions or principles that guide the development of theories and hypotheses.
Overall, postulates are foundational statements that are accepted as true without proof, providing a logical starting point for reasoning and deduction in various fields of study.
Common Misspellings for POSTULATES
Etymology of POSTULATES
The word "postulates" traces its etymology back to the Latin word "postulatum", which means "demand" or "request". This Latin term was derived from the verb "postulare", meaning "to demand" or "to ask". The Middle English word "postulat" was derived from Latin and eventually evolved into "postulate" in modern English. In its current usage, "postulates" primarily refers to principles or assumptions taken as self-evident or to be accepted without proof.
Similar spelling words for POSTULATES
Conjugate verb Postulates
CONDITIONAL
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