Using Venn diagrams, represent the following sets,
- A∪(B∩C).
- A'∩(B∪C).
- A∩(B∪C'). ' represents the complement of a set.
For the first I have the following code,
\begin{venndiagram3sets}[labelA= ,labelB= , labelC= ,radius=2cm, overlap=2cm]%
\setkeys{venn}{shade=OliveDrab!40}
\fillBCapC
\fillA
\setpostvennhook
{%
\draw (labelA) ++(-120:1.8cm) node{$ A$};
\draw (labelB) ++(-60:1.8cm) node{$B$};
\draw (labelC) ++(90:1.2cm) node{$C$};
\draw (labelABC) ++(90:0.1cm) node{$A\cap B\cap C$};
}%
\end{venndiagram3sets}
and it gives me the following code, which is fine

But I don't know how to fill in the others following that code, they could help me. Thank you.

