I heard the following story: There was a statement made by a teacher that there is no number after ininfity. A student said that he heard there are infinite numbers between 1 and 2. So there is an end to infinity it comes after 1 and before 2. Which made me think that there is real end to infinity the number is 2. Then I tried to compare it to a real example using space/movement.
Take an object for example when that object moves from point A to point B it is constantly surpassing infinity. Point A suddenly ends and point B begins. So everytime an object moves it constantly surpasses infinity. The "jump" movement between point A and point B. This brings along several other thoughts but I became lost after thinking that far. When an object moves from point A to point B how can it be proven it is actually passing infinity?
Would anyone like to share their thoughts on this?
We have placed cookies on your device to help make this website better. You can adjust your cookie settings, otherwise we'll assume you're okay to continue.
Surpassing infinity?
in Mathematics
Posted · Edited by isamu
I heard the following story: There was a statement made by a teacher that there is no number after ininfity. A student said that he heard there are infinite numbers between 1 and 2. So there is an end to infinity it comes after 1 and before 2. Which made me think that there is real end to infinity the number is 2. Then I tried to compare it to a real example using space/movement.
Take an object for example when that object moves from point A to point B it is constantly surpassing infinity. Point A suddenly ends and point B begins. So everytime an object moves it constantly surpasses infinity. The "jump" movement between point A and point B. This brings along several other thoughts but I became lost after thinking that far. When an object moves from point A to point B how can it be proven it is actually passing infinity?
Would anyone like to share their thoughts on this?