Can a blackhole be an infinite however?Infinity is not exactly a number.... Its a concept. It was Georg Cantor who first said that there could be many "infinities"
If you look at Lim (1/x ) as x-->∞ is zero. However, still it's not the same as 1/∞
I am not sure whether it's undefined...but 1/∞ if you consider the real line it could be defined as zero.
PS: There are a few mathematicians here who could help.
It could have infinite density considering that it has a near zero point volume. It doesn't have an infinite mass. The intermediate mass black hole is estimated to have a mass between 100 and 1000 solar masses.Can a blackhole be an infinite however?
Black hole in the Brain......6න් 2ක් අඩු කරාම ඉතුරු තුනට මොකද උනේ කියලා අහපු මම

We should despatch them to a black hole....

There are so many undefined operations with infinity on the real number line & Riemann Complex space. Because infinity is not a number - it's only a concept.What is 1/2 ×∞=?
Gravitational singularities are mainly considered in the context of general relativity, where density apparently becomes infinite at the center of a black hole, within astrophysics and cosmology. Since such quantities become infinite at the singularity point, the laws of normal spacetime break down.There are so many undefined operations with infinity on the real number line & Riemann Complex space. Because infinity is not a number - it's only a concept.
හිතපන්කො බින්දුව කියන්නෙ ඉතාම කුඩා සංඛ්යාවක් නම්, ඒ කුඩා සංඛ්යාව තවත් අනන්ත ගානකට බෙදුවම එන්න ඕනෙත් තවත් ඊටත් වඩා කුඩා සංඛ්යාවක්නෙProve

බින්ංදුව පාවිච්චි කරනවානේ සංඛ්යාවේ අගය වැඩිකරගන්න උදා:- 100,000,000හිතපන්කො බින්දුව කියන්නෙ ඉතාම කුඩා සංඛ්යාවක් නම්, ඒ කුඩා සංඛ්යාව තවත් අනන්ත ගානකට බෙදුවම එන්න ඕනෙත් තවත් ඊටත් වඩා කුඩා සංඛ්යාවක්නෙ![]()
It is undefined. because if you say n/0= infinite then the equal of an infinite number of zeros must be equal to n. That's not true.