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Sagot :
2.
Joint: joint sets are sets that have common element.
Disjoint: disjoint sets are sets whose intersection is the empty sets.
Joint: joint sets are sets that have common element.
Disjoint: disjoint sets are sets whose intersection is the empty sets.
[tex] \huge \tt \: ✎subsets \: and \: proper \: subsets[/tex]
1.) D = {d, o, g,}
[tex] \large {{ \sf{a(subsets}}}[/tex]
- {d},{o},{g}; {d, o};{d;g};{o, g}.
{d, o, g} , { } ie null set
[tex] \large {{ \sf{b)proper \: subset}}}[/tex]
= Subset that not identical to the original set.
➡{d},{o},{g},{d, o},{d, g}
{o, g} and { } ie ϕ set
2.) What is the meaning of joint and disjoint sets?
Joint sets :
[tex] \: \: \: \: \: \: \: \: • \: \large \blue {{ \sf{a \: family \: of \: parallel, evenly \: spaced \: joints}}}[/tex]
Disjoint Sets
[tex] \: \: \: \: \: \: \: \: • \: \large \blue {{ \sf{Disjoint \: sets \: are \: those \: sets \: whose \: intersection \: with \: each \: other \: results \: in \: a \: null \: set. }}}[/tex]
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[tex] \large \tt \: - hana \: reneii[/tex]
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