Why Did The Universe Come Into Existence? (And why the last post about this is incomplete)

How did the universe come into existence?

SEE PREVIOUS POST: WHY INFINITY SHOULD BE CONSIDERED AS A VALUE.

Well, basically, it came into existence because the odds of that happening were not 0%. Since the existence of time in the verse ours was born is unknown, we can define the odds of the universe coming into existence by the following: ∞ (100-x) where "x" are the odds of the universe occurring. Therefore: x= ∞ (100-x) Send ∞ to the other side: x/∞= 100-x.

To solve this, you must consider that not all infinities are equal. Example: A circle with a diameter of ∞ has a circumference of ∞ as well, but the circumference still is π times longer since diameter x π = circumference. No matter the value of "x" you get 0.00[...]001 on the left side of the equation.

Now send the x on the other side. 0.00[...]001+x=100.

So the odds of the universe happening are of 99.9999999% These odds occur every infinith of an instant.

If 99.9% is the value of X, we must start all over again with that in mind.

99.9= ∞ (100-99.9)

99.9= ∞ ( 0.0[...]01 )

99.9=1=100 or, the multiple of 10 that is closest to 99.9, in this case, 100.

The odds for the universe to exist are not even 99.9%, rather 100%.

100% multiplied by ∞.

The existence of the universe is in no way impressive to me.

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Why infinity should be considered as a value.

Why infinity should be considered as a value and not just a concept.

Some mathematicians argue that infinity cannot be used in formulas and equations because it is not a set value. I disagree. Why? Because infinity can vary.

If I take between 1 and 2, there are an infinite amount of decimals. Now add to between 1 and 2 what is between 2 and 3. You have the infinite values of between 1 and 2 plus the infinite values of between 2 and 3. So your infinity after the addition is 2x larger than the initial infinity. Other example is if you have a circle with a diameter of ∞, the circumference is π times larger. If infinity can vary, it's value can vary.

So when I say: x= ∞(100-x), you must consider that the infinity here is a multiple of 10. Because the relative value of infinity must be in agreement with the rest. And if not, then yes ∞ has no place in a formula, but if it is implied that it is the appropriate relative value, then you can do correct algebra with ∞ used as a value. All that represents a quantity and can vary represents a value.

In my book: (1/∞)∞=1

Check out my Youtube channel! https://www.youtube.com/user/humanstupidty

Why did the universe come into existence?

How did the universe come into existence?

Well, basically, it came into existence because the odds of that happening were not 0%. Since the existence of time in the verse ours was born is unknown, we can define the odds of the universe coming into existence by the following: ∞ (100-x) where "x" are the odds of the universe occurring. Therefore: x= ∞ (100-x) Send ∞ to the other side: x/∞= 100-x.

To solve this, you must consider that not all infinities are equal. Example: A circle with a diameter of ∞ has a circumference of ∞ as well, but the circumference still is π times longer since diameter x π = circumference. No matter the value of "x" you get 0.00[...]001 on the left side of the equation. Now send the x on the other side. 0.00[...]001+x=100.

So the odds of the universe happening are of 99.9999999% These odds occur every infinith of an instant. If preferred, the odds for the universe to exist can be accurately seen as;

∞(∞-1)

The existence of the universe is in no way impressive to me.