Can you explain what uncountable infinity means?
Uncountable infinity refers to a type of infinity that is larger than countable infinity, like the set of real numbers.
What are some examples of uncountable sets?
Examples include the set of all real numbers and the set of all points on a line segment.
How does Cantor's diagonal argument relate to uncountable infinity?
Cantor's diagonal argument shows that the set of real numbers cannot be listed in a sequence, proving it's uncountable.
Are there different sizes of infinity?
Yes, there are different sizes of infinity, with countable infinity being smaller than uncountable infinity.
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