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👉 In mathematics, a number is said to be non-terminating or non-repeating when it does not have a finite number of digits after the decimal point. This means that the sequence of digits formed by repeating this number will never terminate (the digits form a cycle). For example: - 123456789 - 0.123456789 Non-terminating decimals are also known as non-repeating decimals, and they

nonterminableness

👉 The term "non-terminable" refers to a mathematical concept where a sequence or series of numbers cannot be reduced to a finite number. This means that there is no unique way to write down all the terms of the sequence, and it can either go on indefinitely without repeating itself. For example, consider the sequence: 2, -4, 6, -8, ... The sequence above is non-terminating because we cannot write it as a finite arithmetic progression (AP). It

nonterminable

👉 Nonterminable is a philosophical concept in philosophy that refers to something that cannot be fully defined or explained. It is often associated with terms like "infinite" and "unbound," which are used to describe things that do not have a finite end or limit. Nonterminable concepts can arise from various sources, including natural phenomena, the study of language, or even theoretical constructs in philosophy. They are often used to challenge traditional notions of what constitutes an end or limit for something. In some

nonterminability