Question

Draw a Venn diagram for \((A-B) \cap C\).

Short answer

The Venn Diagram for \((A-B) \cap C\) would show a specific section of the initial circle representing set A; particularly, the area that/or overlaps with C, but not with B. This guides to are elements that belong only to both A and C, but not to B.

Step-by-step solution

Draw Individual Sets

Start by sketching three overlapping circles, each representing a set - A, B, and C respectively. Normally, these circles overlap to show the interrelation among these sets.

Determine A-B

To find A-B, shade the area representing set A that does not overlap with set B. This visualizes all the elements that belong to A and not to B.

Intersect (A-B) with C

Next, find the intersection of your result from step 2 (A-B) with set C. This implies shading the section of (A-B) that also overlaps with C. This shaded section represents \((A-B) \cap C\).