Question

In the Venn diagram, $\xi =F\cup G\cup H$. The shaded region represents

• A. $G^{\prime }\cap F$
• B. $(F\cap H)\cup G^{\prime }$
• C. $(F\cap H)\cap G^{\prime }$
• D. $(F\cap G{)}^{\prime }\cap H$

Answer 1

The correct option is C $(F\cap H)\cap G^{\prime }$

Sice shaded region is part of intersection region of $F$ and $H$ which also excludes the overlapping region of $G$

so,

shaded area$=(F\cap H)\cap G^{\prime }$.