Suppose now we examined the number of points between 1 and 3. This is still an infinity. But it also includes the number of points between 2 and 3, which is the same x as before. This makes 2x vs. In this case it is possible to ascribe values to infinity and even compare infinities.
Infinity stands for value without limit.
This means that no value that can be put forth, however large, will ever be equal in value to infinity. There is then the question as to if a number larger than a second number is closer to infinity than the second number. Let us examine this situation more closely. Finite numbers possess value. Value could be said to directly correspond to the size of a number.