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BTruesdell07
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Is infinity - 1 still infinity. Also if 1\3 = .333... then wouldent 3\3not only = 1 but .999... as well?
You can come arbitrarily close to infinity, but you can never reach it.
Yes.BTruesdell07 said:Is infinity - 1 still infinity.
Yes again.Also if 1\3 = .333... then wouldent 3\3not only = 1 but .999... as well?
Integral said:Actually I don't think you can get close to it. No matter how big a number you choose, infinity it still infinitely "far" away.
Infinity is a concept that represents something that is limitless, endless, or never-ending. It is a mathematical concept used to describe something that has no bounds or limits.
Infinity and the number 1 are related in the sense that 1 is often used to represent the beginning or starting point of something, while infinity represents the end or limitless possibilities. In mathematics, 1 is also used in equations to represent infinite values, such as 1/0 or 1+∞.
No, 1 is not considered to be infinity. While 1 can be used to represent infinite values in equations, it is not the same as infinity itself. Infinity is a concept, while 1 is a specific numerical value.
Exploring 1 as infinity can have a significant impact on mathematics. It can challenge traditional concepts and definitions, leading to new discoveries and advancements in the field. It can also help us better understand the nature of infinity and its applications in various mathematical equations and theories.
This is a debated topic among mathematicians and philosophers. While some may argue that 1 can never truly be considered as infinity, others believe that it can be used as a representation or approximation of infinity in certain contexts. Ultimately, the answer may depend on one's perspective and interpretation of the concept of infinity.