Directions: (Questions No. 17 – 19) : Look at the following figure and answer the questions asked at the end. The answers to the questions should be based on the figure only.
In the Venn Diagram given below, the square represents persons who like bananas, the triangle represents persons who like strawberries, and the circle represents persons who like apples.
To determine the number of persons who like both bananas and strawberries but not apples, we need to analyze the given Venn Diagram. The square represents persons who like bananas, the triangle represents those who like strawberries, and the circle represents those who like apples.
The goal is to find the number of people who lie in the intersection of the square and the triangle but are outside the circle.
From the Venn Diagram:
- Let's denote the people who like bananas as B.
- Similarly, denote those who like strawberries as S, and those who like apples as A.
- The region we are interested in is (B ∩ S) - A, that is, people who like both bananas and strawberries but not apples.
According to the information (based on the Venn Diagram shown in the image included):
- The section outside the circle, yet within both the square and the triangle, represents the people who meet our criteria.
Overall, these are individuals who belong to both the square and the triangle but not the circle.
The correct answer, depicted by the diagram, is 4.
Important Questions from Mode of Communication
On the negative side, communicative language is used to :
A. Extend democratic debates
B. Suppress truth
C. Divide the society
D. Permeate ethnocentrism
E. Support global peace efforts
Choose the correct answer from the options given below:
A connection that allows traffic either way, but only one way at a time is known as ______.
The exchange of ideas, feelings and knowledge between two or more persons is called:
Which method is extremely beneficial in terms of personal contact, mutual goodwill and friendship?
Feelings can be expressed effectively via
