In the given Venn diagram which region represents dancers who are also singers but not school students ?
To solve the given problem, we need to identify the region in the Venn diagram that represents people who are both dancers and singers but not school students.
Let's break down the Venn diagram based on the labels:
- Singers: Represented by the circle labeled "Singers".
- Dancers: Represented by the circle labeled "Dancers".
- School Students: Represented by the circle labeled "School Students".
In Venn diagrams, the overlapping areas between circles represent individuals who belong to multiple categories. We are looking for the overlap between "Dancers" and "Singers" only, without including "School Students".
From the diagram:
- The overlap of "Dancers" and "Singers" includes regions A and B.
- However, region B also overlaps with "School Students".
Therefore, the region that represents "Dancers who are also Singers but not School Students" is A.
Thus, the correct answer is:
Important Questions from Venn Diagram (Notes)
- Which of the following diagrams represents the relationship among Beverages, Coffee and Soft (Cold) drinks ?
If triangle represents Men, rectangle represents Businessmen and circle represents Millionaires, then which number represents Men that are both Businessmen and Millionaires ?
- Which of the following diagram indicates the best relationship between German, French, Languages?
- Find the ratio of number of students who participated in Hockey to those in only football?
- What percentage of the students who participated in Hockey, participated in only Hockey?
