What is the average distance between every star
If there are 200 stars (lowball) in a dimension, calc the distance and the size of the universe
The average distance between every star in a dimension can be calculated by dividing the size of the universe by the number of stars.
Let's assume the size of the universe is 93 billion light years across and there are 200 stars in the dimension.
Average distance between every star = Size of the universe / Number of stars
= 93 billion light years / 200
= 465 million light years
Therefore, the average distance between every star in this dimension is approximately 465 million light years.
As for the size of the universe, it is important to note that the universe is constantly expanding, so the exact size is unknown. However, based on current estimates and measurements, the observable universe is approximately 93 billion light years across.
Does 93 billion light years entail a universal sized dimension?
The size of the observable universe is indeed vast, spanning approximately 93 billion light years in diameter. This means that light would take 93 billion years to travel from one end of the observable universe to the other.
However, it's important to note that the observable universe is just that - observable. The true size of the entire universe, including regions beyond the observable universe, is still a topic of ongoing scientific research and speculation. The universe might be much larger than the observable universe, potentially infinite or part of a multiverse.
So while a dimension with a size of 93 billion light years is extremely large and would encompass a vast number of stars, it would not be considered a "universal-sized" dimension as it may only represent a tiny fraction of the entire cosmos.