I was asked to show that the set of all complex sequences converging to zero has the same cardinality as the set [0,1].
This is the only hole in a proof that I am working on. I need to show there exists a bijection between these two sets. If I can show these two sets have the same cardinality then the bijection exists and the proof I am currently working on is finished.
I have very little experience with finding Cardinality of uncountable sets. I have no idea where to even start. Any help is appreciated.