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(A-B)-C ⊆ A-C draw venn diagrams for each expression
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don't really get what ⊆ means
it's a subset sign
how about ∈ then? what's the difference
\[A=\{1,2,3,4\}\] \[B=\{2\}\] \[B\subseteq A\] because 2 is in A too
I think they are same but not absolutely sure
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Oh I see so in this question is it saying that the stuff in (A-B)-C is also in A-C
yep
\[\in\] means element of so \[2\in\{1,2,3\}\] and \[\{2\}\subseteq\{1,2,3\}\]
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