# How To Add Negative And Positive Integer Secret Math Teache The Infinity Problem

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## The Infinity Problem

There are numerous almost incomprehensible scientific concepts that we have lots and lots of trouble wrapping our heads around. There are physics concepts like quantum mechanics; extra/hidden dimensions and theories of relativity; biological concepts such as mind/brain duality, free will, self-identity, and the nature of consciousness; there is the mathematical concept of square roots of negative numbers; and metaphysical/philosophical questions such as why is there something rather than nothing or what exactly is the nature of reality?

But one of the most mathematical/physical/theological/philosophical conundrums is the concept of infinity, or infinity. This is up for discussion this round.

All infinities are equal, but some are more equal than others.

Basic definitions

*Nothing: Nothing here is defined as the complete absence of all particles of mass and force (ie electrons, photons, etc.). This is nothing.

*Infinity: Infinity means that no matter how far you go (in time or space), you can always go further. This is infinite.

Basic premises

*Nothing can create itself.

*Nothing comes from nothing.

*Only from something, something comes.

*Something cannot be created out of nothing.

*There are no spatial/temporal boundaries or walls.

*If N, then N+1.

Infinity and Mathematics

*When it comes to pure mathematics, we know that there are infinitely many negative numbers; an infinite number of positive numbers; an infinite number of even numbers; an infinite number of odd numbers; an infinite number of values ​​between any two consecutive integers (such as between 10 and 11). We know about infinity in mathematics, that, for example, Pi has an infinite number of places after the decimal point. We know that there are an infinite number of lines that can be drawn between any two places.

But all this is just pure abstraction with little or no connection to real existence and associated practical matters and operations.

Infinity and Physics

* Time and Space: The basic premise here is that no matter how far you go, temporally or spatially, you can go even further. In other words, if N, then N + 1.

*Matter and Energy: The basic rule here is the First Law of Thermodynamics. Matter/energy cannot be created or destroyed. The obvious implication is that matter/energy has therefore existed infinitely.

*Infinity can be unlimited or bounded. Infinity is limitless as in the case of two parallel lines that extend indefinitely without ever meeting. Infinity can be limited. For example, the Earth is limited because it is finite, but you can travel around it in time and space an infinite number of times.

*And even some scientists who should know better throw around the term “infinite” or “infinite” with rather reckless abandon as in stating or referring to “infinite density” or “infinite temperature”. This is just nonsense.

Infinity and theology

*Either one or more deities exist or they don’t.

* If one or more deities really exist, then they are eternal or created by one or more previous deities.

* If one or more deities are eternal, eternal, existing forever, this equals infinity.

*If one or more deities are created, that of necessity leads to an infinite regression.

*So no matter how you slice and dice, there is a theological infinity to deal with, even more so when many theologies promise an eternal existence beyond.

* However, an eternal afterlife would be an eternal boring hell. Unlike the Vulcan philosophy of events having infinite diversity in infinite combinations (IDIC), only finite diversity in finite combinations is actually possible. Thus, in an infinite / eternal afterlife, you will eventually repeat endlessly what you have already done endlessly and repeatedly before. bored

Infinity and Philosophy

* It is even claimed that God (as a representation of some divinity and the supernatural) could not from his infinite past come to “now” to do what God wanted to do “now”. Hogwash!

*So the philosophical/metaphilosophical question is, if there is an infinite past, can you ever get there? It’s too easy.

*The Timeline: In an infinite timeline there are an infinite number of events, each of which is finite (ie, like the event that is you). Here is a useful analogy. We assign each unique and finite event a unique number. How many unique numbers can be assigned? Well we know from the above that there are an infinite number of unique numbers available that it would take an infinite amount of time (an infinite timeline) to count that infinite number of unique numbers.

* Regardless of where you are on an infinite number line, you can progress by, for example, counting forwards from 100 (where you are) to 150 (where you want to be “now”), or backwards, therefore, from 150 .to 100.

* You can reach any specific event on an infinite timeline just as you can reach any specific unique number on the infinite number line. Regardless of where you are in an infinite timeline, you can advance to “now” by going, say, from Saturday to Sunday; January to February; 2001 to 2002, etc.

*Another aside, you don’t actually need to move forward to get to “now”, as long as you are, you are in the present or the “now”.

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