Question

Let Set A = {0,1,2,3,4}, Set B = {1,3,4}. Write all proper subset of A which are supersets of B.

Answer 1

Answer:

{1} , {3} , {4} , {1,3} , {1,4} , {3,4} .

Answer 2

$\underline{ \pink{Proper \: subset \: and \: Superset: }}$

$If \: A \subseteq B \: and \: A \neq B , then \:A \: is \\called \: a \: proper \: subset \:of \: B \: and \\is \: denoted \: by A \subset B . If \: A \subset B ,</p><p> \\then \: B \: is \: called \: a \: superset \: of \: A \\and \: is \: denoted \: as \: B \supset A$

$Given \: Set \: A = \{ 0,1,2,3,4\} \: and\\Set \: B = \{ 1,3,4\}$

$B \: is \: a \: proper \: subset \: of \: A$

$All \: proper \: subsets \: of \: A \: which \: are \\super \: sets \: of \: B = \{ 1,2,3,4\} , \{ 0,1,3,4 \}$

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