Based on the Venn diagram choose the correct option.
To solve this question, we need to analyze the relationships depicted in the Venn diagram and compare them with the given options. The Venn diagram consists of three intersecting circles, each likely representing a different category.
Now, let’s examine the options:
- Utensils-steel-brass: This option suggests a relationship where 'Utensils' is the broad category, and 'steel' and 'brass' are materials used to make utensils. The Venn diagram here would show overlap as some utensils are made of steel, some of brass, and some could be made of both.
- Aquatic animals-fish-sparrow: This option is incorrect because sparrow is not an aquatic animal. Therefore, it cannot share any intersection with fish under the category of 'Aquatic animals'.
- Teacher-Human-Graduate: While a 'Teacher' and 'Graduate' are both humans, the Venn diagram doesn’t align with the broader concept here as teachers do not always equate to graduates in terms of necessary overlap.
- All options are correct: This is incorrect because the second and third options have flawed relationships.
Thus, the most appropriate choice that matches the Venn diagram's pattern is:
- Utensils-steel-brass
The correct answer demonstrates a clear hierarchy and overlapping categories that align with the logical representation within the Venn diagram.
Important Questions from Venn Diagram Problems
In a group of 110 students, 23 students did not participate in any of the two games: Badminton and Chess. 45 students participated in Badminton and 61 students participated in Chess. How many students participated in Badminton only?
In a class of 100 students, every student has passed in one or more of the three subjects, i.e History, Economics and English. Among all the student, 24 students have passed in English only, 14 students have passed in History only 11 students have passed in both English and Economics only, and 12 students have passed in both English and History only. A total of 50 students have passed in History. If only 5 students have passed in all three subjects, then how many students have passed in Economies only?
60 students participated in one or more of the three competitions, i. e. Quiz, Extempore and Debate. A total of 22 students participated either in Quiz only or in Extempore only. 4 students participated in all three competitions. A total of 14 students participated in any of the two competitions only. How many students participated in Debated only?
In a class of 75 students, 40 students participate in Cricket, 28 students participate in Hockey, and 12 students participate in both Cricket and Hockey, whereas 19 students do not participate in any of the two sports. How many students participate only in Hockey?
How many students like french?
A. 30
B. 35
C. 40
D. 45
