List all subsets of the given set. Identify any of the subsets that are improper. $$\{ b , e , h \}$$
A) $\varnothing , \{ b \} , \{ e \} , \{ h \} , \{ b , e \} , \{ b , h \} , \{ e , h \} , \{ b , e , h \}$ Improper subsets: $\varnothing$
B) $\{ b \} , \{ e \} , \{ h \} , \{ b , e \} , \{ b , h \} , \{ e , h \} , \{ b , e , h \}$ Improper subsets: $\{ b \} , \{ e \} , \{ h \}$
C) $\varnothing , \{ b \} , \{ e \} , \{ h \} , \{ b , e \} , \{ e , h \} , \{ b , e , h \}$ Improper subsets: $\varnothing , \{ b \} , \{ e \} , \{ h \} , \{ b , e \} , \{ b , h \} , \{ e , h \}$
D) $\{ b \} , \{ e \} , \{ h \} , \{ b , e \} , \{ e , h \} , \{ b , e , h \}$ Improper subsets: $\{ b \} , \{ e \} , \{ h \} , \{ b , e \} , \{ b , h \} , \{ e , h \}$
E) $\varnothing , \{ b \} , \{ e \} , \{ h \} , \{ b , e \} , \{ b , h \} , \{ e , h \} , \{ b , e , h \}$ Improper subsets: $\{ b , e , h \}$

Question

Quizplus · Accepted Answer

The improper subset of a set is the set itself, which is $\{ b , e , h \}$ in this case. All other subsets listed, including the empty set $\varnothing$, are proper subsets.

List All Subsets of the Given Set {b,e,h}\{ b , e , h \}{b,e,h}

List All Subsets of the Given Set $\{ b , e , h \}$