It will have only one improper subset because an improper subset is always equal to its superset, that is, the improper subset also has the same 43 elements such as its superset; therefore, we only have one *improper* subset to the 43 element superset.
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How many improper subsets do a set with 43 elements have? Please helpppp-😭
It will have only one improper subset because an improper subset is always equal to its superset, that is, the improper subset also has the same 43 elements such as its superset; therefore, we only have one *improper* subset to the 43 element superset.
Both elements of B and C are present in set A , maybe you're wrong in analysing or explaining the subset
No, you are wrong . First read the definition of proper subset and improper subset then if you don't understand then ask me.😊
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