[Math] In set theory, what does it mean for a variable to have a bar symbol above it elementary-set-theorynotation Please see the image below. What does the bar symbol mean in this context? Best Answer The complement of the set $B$, also commonly denoted as $B'$ or $B^c$. It is the set: $$\bar{B} = B^c = B' = \{x \mid x \not \in B\}$$ Related Solutions[Math] What does the subset with slash symbol mean Quite simply, $\not\subseteq$ means "not subset of." Hence, $A\not\subseteq B$ means that $A$ is not a subset of $B$. All the more to make this clear, that symbol is easily typeset with \not\subseteq. [Math] What does this C symbol mean It is the binomial coefficient. There are 3 ways to write it in China: In mainland, we prefer $$C_n^r=\frac{n!}{r!(n-r)!}.$$ In Hong Kong, we prefer $$nCr=C_r^n=\frac{n!}{r!(n-r)!}.$$ All are acceptable. Related QuestionSet notation what does the bar symbol mean
Best Answer
The complement of the set $B$, also commonly denoted as $B'$ or $B^c$. It is the set:
$$\bar{B} = B^c = B' = \{x \mid x \not \in B\}$$