"Infinite Regress: a philosophical kind of argument purporting to show that a thesis is defective because it generates an infinite series when either no such series exists or, were it to exist, the thesis would lack the role( I.E of justification) that it is supposed to play.
The Philosophers way. Chapter 5: How can we know the nature of reality? Philosophers foundations- page 214
the answer is infinite to the second power
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How about three things that are infinite. Counted number are infinite. The complete statement of PI is infinite. The result of 1 divided by 3 is infinite.
Yes, the sum of infinite ones equal the sum of infinite twos.
An infinite solution means that are an infinite number of values that are solutions.
There's an infinite number of moves. Although there's a limited number of moves a play can make at the start of the game (There are only 10 possible choices for each player's first move) - each move generates numerous subsequent possibilities.
Strengths of the argumentThe strengths of the Cosmological Argument lie in both its simplicity and easily comprehensible concept that there cannot be an infinite number of causes to an event. Some arguments for God's existence require more thought and training in terms and concepts, but this argument is basic and simple. Also, it is perfectly logical to assert that objects do not bring themselves into existence and must, therefore, have causes. Weaknesses of the argumentOne of the weaknesses of the argument is that if all things need a cause to exist, then God Himself must also, by definition, need a cause to exist. But this only pushes causation back and implies that there must be an infinite number of causes, which cannot be. Also, by definition, God is uncaused.
The cosmological argument is a philosophical argument that attempts to prove the existence of God by showing that the universe could not have originated from nothing and must have a cause or explanation. It states that every contingent being has a cause, and since an infinite regress of causes is not possible, there must be a first cause (God) to explain the existence of the universe. It is often associated with philosophers like Thomas Aquinas and William Lane Craig.
the answer is infinite to the second power
A Natural infinite set refers to one whose members can be put into 1-to-1 correspondence with the natural numbers, while a real infinite set is one whose members can be put into 1-to-1 correspondence with the real numbers. Although both sets are infinite, they are not of the same cardinality (size).The cardinality of the natural infinite set is denoted by À0 or Aleph-null. The cardinality of the real infinite set is 2 to the power À0, which is denoted by C. (Actually Aleph looks like an N with wriggly lines but this browser is incapable of displaying it.)For more on the cardinality of infinite sets, see the related links. Georg Cantor's diagonal argument is exquisite - simple but immensely powerful. If you want to get a feel for transfinite arithmetic - read about Hilbert's Hotel paradox.
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infinite
It is infinite. Infinite since numbers are infinite.
It does not exist.Proof: Indeed, suppose that this number exists, and denote it by X.Then X+1 is also a whole number (by definition of the whole numbers). So X cannot be the greatest number since X+1 is even greater, which contradicts the assumption of the first line. The same argument follows for X+1 (compared to X+2), and so on.Consequently, there is not a greatest whole number.Remark: One may consider that infinite is the greatest whole number (without such an above contradiction, since infinite+1=infinite), however infinite is not defined to be a whole number.
In general, you cannot. An infinite number divided by any non-zero number is still infinite. An infinite number divided by another infinite number may or may not be infinite.
How about three things that are infinite. Counted number are infinite. The complete statement of PI is infinite. The result of 1 divided by 3 is infinite.
The prefix of infinite is "in-".