Multiple ChoiceFor each of the following, list all subsets & proper subsets.A={red,blue}A={\(\left\[\lbrace\) red,blue\(\right\]\rbrace\)}
Multiple ChoiceFor each of the following, list all subsets & proper subsets.B={apple,banana,orange}B={\(\left\[\lbrace\) apple,banana,orange\(\right\]\rbrace\)}
Multiple ChoiceFor each of the following, list all subsets & proper subsets.C={2,5,8,11}C={\(\left\[\lbrace\)2,5,8,11\(\right\]\rbrace\)}
Multiple ChoiceCreate a Venn diagram with the elements that belong in each set using U={0,1,2,…,9},A={1,2,3,4,5},B={2,4,3}U={\(\left\[\lbrace\)0,1,2,\(\ldots\),9\(\right\]\rbrace\)},A=\(\left\[\lbrace{1,2,3,4,5}\]\right\[\rbrace\),B=\(\left\]\lbrace{2,4,3}\[\right\]\rbrace\)Hint: B⊆A
Multiple ChoiceDetermine if each statement is true or false. If false, make it true using one of the symbols: ⊂, ⊆, ⊈.{2,4}⊆{1,2,3,4,5}{\(\left\[\lbrace\)2,4\(\right\]\rbrace\)}\(\subseteq\[\left\]\lbrace{1,2,3,4,5}\[\right\]\rbrace\)
Multiple ChoiceDetermine if each statement is true or false. If false, make it true using one of the symbols: ⊂, ⊆, ⊈.{a,b,c}⊆{a,c,d}{\(\left\[\lbrace\) a,b,c\(\right\]\rbrace\)}\(\subseteq{\left\lbrace a,c,d\right\rbrace}\)
Multiple ChoiceDetermine if each statement is true or false. If false, make it true using one of the symbols: ⊂, ⊆, ⊈.{3,6,9}⊈{3,6,9,12,18}\(\left\[\lbrace{3,6,9}\]\right\[\rbrace\]\nsubseteq{\left\lbrace3,6,9,12,18\right\rbrace}\)
Multiple ChoiceDetermine if each statement is true or false. If false, make it true using one of the symbols: ⊂, ⊆, ⊈.{p,q,r,s}⊈{p,q,t,u}{\(\left\[\lbrace\) p,q,r,s\(\right\]\rbrace\)}\(\nsubseteq{\left\lbrace p,q,t,u\right\rbrace}\)
