Question

A superset of an uncountable set
Option 1: Is a countable set
Option 2: May be a countable set
Option 3: Is not a countable set
Option 4: None of these
O Option
O Option 2
O Option 3
O
none of these
O Other​

Answer 1

Step-by-step explanation:

Any superset of an uncountable set is uncountable. ... If A is a finite set, then |B|≤|A|<∞, thus B is countable. If A is countably infinite, then we can list the elements in A, then by removing the elements in the list that are not in B, we can obtain a list for B, thus B is countable.

Answer 2

Answer:

Option 3) is correct answer because,

Any superset of an uncountable set is uncountable.